Wikipedia articles in scope, F
1458 articles. Each title links to the article on Wikipedia. Refer to Wikipedia scope for the signals and the rules.
| Article | Signals | Class | Rule |
|---|---|---|---|
| F(R) gravity | S3,S4,S5 | Start | strong |
| F* (programming language) | S6,S9 | S6 near | |
| F-algebra | S1,S4,S5,S6,S8,S9 | Start | strong |
| F-coalgebra | S1,S4,S6,S9 | Start | strong |
| F-crystal | S1,S6,S9 | Start | strong |
| F-distribution | S1,S2,S4,S5,S8,S9 | Start | strong |
| F-divergence | S1,S2,S4 | C | strong |
| F-plane | S3,S4 | Stub | strong |
| F-score | S2,S6,S9 | C | strong |
| F-space | S1,S4,S5,S6,S8,S9 | Start | strong |
| F-statistics | S2 | C | strong |
| F-test | S1,S2,S4,S6,S8,S9 | C | strong |
| F-test of equality of variances | S2,S5,S6,S9 | Start | strong |
| F-Yang–Mills equations | S1,S6 | Start | strong |
| F. and M. Riesz theorem | S1,S4,S5,S6,S8 | Start | strong |
| F. C. S. Schiller | S2 | B | strong |
| F. Michael Christ | S1,S8,S9 | Stub | strong |
| F. Reese Harvey | S1,S8,S9 | Start | strong |
| F. Riesz's theorem | S1,S5,S6,S9 | Start | strong |
| F. Thomas Farrell | S1,S8,S9 | Start | strong |
| F. W. Winterbotham | S2 | Start | strong |
| F16C | S1 | Start | strong |
| F26A graph | S1,S5,S6,S8 | Stub | strong |
| F4 (mathematics) | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fa (philosophy) | S2 | C | strong |
| Faber polynomials | S1,S4,S5,S6 | Stub | strong |
| Fabien Morel | S1,S5,S8,S9 | Stub | strong |
| Fabienne Comte | S2 | Start | strong |
| Fabio Conforto | S1,S9 | Stub | strong |
| Fabio Mercurio | S1,S9 | Start | strong |
| Fabio Toninelli | S1,S8,S9 | Stub | strong |
| Fabius function | S1,S6,S9 | Start | strong |
| Fabrice Bethuel | S1,S8,S9 | Stub | strong |
| Fabrizia Mealli | S2,S8 | Stub | strong |
| Fabrizio Ruggeri | S2,S8 | Start | strong |
| Fabry gap theorem | S1,S4,S5,S6,S9 | C | strong |
| Fabry–Pérot interferometer | S3,S4 | C | strong |
| Face (geometry) | S1,S4,S5,S6,S8,S9 | C | strong |
| Face diagonal | S1,S6,S9 | Stub | strong |
| Face validity | S2 | strong | |
| Facet (geometry) | S1,S4,S5,S6,S8,S9 | List | strong |
| Facet theory | S6 | S6 near | |
| Faceting | S1,S5,S8,S9 | Start | strong |
| Factor analysis | S2,S4,S5,S8,S9 | C | strong |
| Factor analysis of mixed data | S2 | Start | strong |
| Factor base | S1,S6,S9 | Start | strong |
| Factor graph | S2,S5,S6 | Start | strong |
| Factor regression model | S2 | Stub | strong |
| Factor theorem | S1,S4,S5,S6,S8,S9 | Start | strong |
| Factor-critical graph | S1,S6,S8,S9 | C | strong |
| Factorial | S1,S4,S5,S6,S8,S9 | GA | strong |
| Factorial code | S2,S6 | Stub | strong |
| Factorial experiment | S1,S2,S4,S8,S9 | C | strong |
| Factorial moment | S1,S2,S5,S6,S8,S9 | Start | strong |
| Factorial moment generating function | S2,S6,S9 | Stub | strong |
| Factorial moment measure | S2,S6,S9 | Start | strong |
| Factorial number system | S1,S6,S8,S9 | C | strong |
| Factorial prime | S1,S5,S6,S8,S9 | Stub | strong |
| Factoriangular number | S1,S6,S8,S9 | Start | strong |
| Factorion | S1,S5,S6,S8,S9 | Stub | strong |
| Factorization | S1,S5,S6,S8,S9 | C | strong |
| Factorization algebra | S1,S5,S6,S8 | Start | strong |
| Factorization homology | S1,S5,S6 | Stub | strong |
| Factorization of polynomials | S1,S4,S5,S6,S8,S9 | C | strong |
| Factorization of polynomials over finite fields | S1,S4,S6,S9 | C | strong |
| Factorization system | S1,S4,S5,S6,S9 | Start | strong |
| Faculty of Actuaries | S2 | C | strong |
| Faculty of Informatics and Statistics, University of Economics in Prague | S2,S6 | Start | strong |
| Faculty of Mathematics, University of Cambridge | S1,S9 | Start | strong |
| Faddeev equations | S3,S4,S5,S6 | Start | strong |
| Faddeeva function | S1,S3,S4,S5,S8,S9 | Start | strong |
| Faddeev–LeVerrier algorithm | S1,S5,S6,S9 | C | strong |
| Faddeev–Popov ghost | S3,S4,S5,S6 | Start | strong |
| Fadil Santosa | S2 | Start | strong |
| Fagin | S4 | strong | |
| Fagin's theorem | S1,S3,S5,S6,S8,S9 | Start | strong |
| Fagnano's problem | S1,S5,S6,S8 | Start | strong |
| Failure bias | S2 | Stub | strong |
| Failure rate | S2,S4,S6,S8,S9 | Start | strong |
| Fair cake-cutting | S1,S4,S5,S6,S8 | C | strong |
| Fair coin | S2,S6,S8,S9 | Start | strong |
| Fair computational tree logic | S1,S6 | Start | strong |
| Fair division | S1,S4,S6,S8 | C | strong |
| Fair item allocation | S1,S6,S8 | B | strong |
| Fair random assignment | S1,S6 | Start | strong |
| Faith and rationality | S2 | Start | strong |
| Faithful representation | S1,S5,S6,S8,S9 | Stub | strong |
| Faithfully flat descent | S1,S5,S6,S9 | Start | strong |
| Fake 4-ball | S1,S6,S8,S9 | Stub | strong |
| Fake projective plane | S1,S8,S9 | Start | strong |
| Falconer's conjecture | S1,S5,S6,S8,S9 | C | strong |
| Falconer's formula | S2,S6 | Start | strong |
| Falkner–Skan boundary layer | S3,S4,S8 | Start | strong |
| Fallacies of definition | S2 | Start | strong |
| Fallacies of illicit transference | S2,S9 | Stub | strong |
| Fallacy | S2,S8,S9 | Start | strong |
| Fallacy of composition | S2,S8 | C | strong |
| Fallacy of division | S2,S8 | Start | strong |
| Fallacy of exclusive premises | S2 | Start | strong |
| Fallacy of four terms | S2,S8 | Start | strong |
| Fallacy of the single cause | S2 | Stub | strong |
| Fallacy of the undistributed middle | S2 | Start | strong |
| Falling and rising factorials | S1,S4,S5,S6,S8,S9 | C | strong |
| Falling cat problem | S1,S3,S5,S6 | Start | strong |
| False (logic) | S1,S2,S5,S6,S8,S9 | Start | strong |
| False attribution | S2 | Stub | strong |
| False confidence theorem | S1,S2,S6 | Start | strong |
| False coverage rate | S2,S6 | Start | strong |
| False dilemma | S2,S8,S9 | C | strong |
| False discovery rate | S2,S4,S5,S6,S9 | C | strong |
| False equivalence | S2 | C | strong |
| False nearest neighbor algorithm | S2,S5,S6,S9 | Stub | strong |
| False positive rate | S1,S2,S6,S9 | Start | strong |
| False positives and false negatives | S1,S2,S5,S9 | Start | strong |
| False precision | S6,S8,S9 | S6 near | |
| False premise | S2 | Stub | strong |
| False statement | S2,S8 | Start | strong |
| Falsifiability | S2,S8,S9 | B | strong |
| Faltings | S4 | strong | |
| Faltings' annihilator theorem | S1,S6,S9 | Stub | strong |
| Faltings' product theorem | S1,S5,S6 | Stub | strong |
| Faltings' theorem | S1,S5,S6,S8,S9 | Start | strong |
| Familiarity heuristic | S2 | Start | strong |
| Family (U.S. census) | S2 | Stub | strong |
| Family of curves | S1,S5 | Start | strong |
| Family of sets | S1,S4,S5,S6,S8,S9 | Start | strong |
| Family-wise error rate | S1,S2,S4,S6,S9 | Start | strong |
| Fan chart (statistics) | S2,S8,S9 | C | strong |
| Fan chart (time series) | S2 | Start | strong |
| Fan Chung | S1,S5,S8,S9 | B | strong |
| Fan graph | S1,S5,S6 | Stub | strong |
| Fan Li (statistician) | S2,S8 | Start | strong |
| Fang Fuquan | S1 | Start | strong |
| Fang Kaitai | S1,S2,S8,S9 | C | strong |
| Fang Liu (statistician) | S2,S8 | Start | strong |
| Fangcheng (mathematics) | S1,S6,S9 | C | strong |
| Fanghua Lin | S1,S8,S9 | Stub | strong |
| Fannes–Audenaert inequality | S1,S5,S6,S8 | Start | strong |
| Fanno flow | S3,S4 | B | strong |
| Fanny Kassel | S1,S8 | Stub | strong |
| Fano | S4 | strong | |
| Fano factor | S2,S3,S6,S9 | Start | strong |
| Fano fibration | S1,S5,S6 | Stub | strong |
| Fano plane | S1,S4,S5,S6,S8,S9 | B | strong |
| Fano surface | S1,S8,S9 | Stub | strong |
| Fano variety | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fano's inequality | S2,S3,S5,S6,S8,S9 | Start | strong |
| Fantasia Mathematica | S1 | Start | strong |
| Faraday effect | S3,S4 | B | strong |
| Farey sequence | S1,S4,S5,S6,S8,S9 | B | strong |
| Fariba Fahroo | S1 | Stub | strong |
| Farideh Firoozbakht | S1,S8,S9 | Stub | strong |
| Farkas | S4 | strong | |
| Farkas Bolyai | S1,S5,S8,S9 | Start | strong |
| Farkas' lemma | S1,S3,S5,S8,S9 | Start | strong |
| Farm income | S2 | Stub | strong |
| Faro shuffle | S1,S5,S6 | strong | |
| Farrell–Jones conjecture | S1,S4,S5,S6,S8,S9 | C | strong |
| Farrell–Markushevich theorem | S1,S5,S6,S8,S9 | Start | strong |
| Farrukh Mukhamedov | S1 | C | strong |
| Farsightedness (game theory) | S6 | S6 near | |
| Fast Fourier transform | S1,S2,S3,S4,S5,S6,S8 | C | strong |
| Fast inverse square root | S1,S3,S5,S6,S8 | GA | strong |
| Fast Kalman filter | S2 | Start | strong |
| Fast Library for Number Theory | S1,S6,S9 | Stub | strong |
| Fast marching method | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fast multipole method | S3,S4,S6,S8,S9 | Start | strong |
| Fast sweeping method | S1,S5,S6,S9 | Stub | strong |
| Fast syndrome-based hash | S2,S5,S9 | strong | |
| Fast Walsh–Hadamard transform | S1,S6,S8 | Stub | strong |
| Fast wavelet transform | S1,S4,S6,S8 | C | strong |
| Fast-growing hierarchy | S1,S5,S6,S8,S9 | Start | strong |
| FastICA | S2,S6,S9 | Start | strong |
| Fat Chance: Probability from 0 to 1 | S1,S6,S9 | Start | strong |
| Fat object (geometry) | S1,S6,S9 | C | strong |
| Fat-tailed distribution | S1,S2,S9 | Start | strong |
| Fatigue (material) | S4,S6,S9 | strong | |
| Fatiha Alabau | S1 | Stub | strong |
| Fatma Moalla | S1 | Start | strong |
| Fatou conjecture | S1,S6,S8,S9 | Stub | strong |
| Fatou's lemma | S1,S5,S6,S8,S9 | Start | strong |
| Fatou's theorem | S1,S5,S6,S8,S9 | Start | strong |
| Fatou–Bieberbach domain | S1,S4,S5,S6,S9 | Stub | strong |
| Fatou–Lebesgue theorem | S1,S5,S6,S8,S9 | Start | strong |
| Faulhaber's formula | S1,S5,S6,S8 | C | strong |
| Faultless disagreement | S2,S6,S9 | Start | strong |
| Faulty generalization | S2,S8 | strong | |
| Faustin-Archange Touadéra | S1,S8 | B | strong |
| Faustina Pignatelli | S1 | Start | strong |
| Faustmann's formula | S1,S5,S6,S8 | Start | strong |
| Favard constant | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Favard operator | S1,S5,S6,S8 | Stub | strong |
| Favard's theorem | S1,S5,S6,S8,S9 | Stub | strong |
| Faxén integral | S1,S5,S6 | Start | strong |
| Fay and Wu's H | S2,S6 | Stub | strong |
| Fay Farnum | S1 | Start | strong |
| Fay's trisecant identity | S1,S5,S6,S8 | Start | strong |
| Fay–Herriot model | S2 | Stub | strong |
| Faà di Bruno's formula | S1,S5,S6,S8,S9 | C | strong |
| Fbsp wavelet | S1 | Stub | strong |
| FC-group | S1,S6,S8,S9 | Stub | strong |
| FEA-M | S2,S5 | Stub | strong |
| FEAL | S2 | Start | strong |
| Feasible region | S1,S4,S6,S8,S9 | Start | strong |
| Featherstone | S4 | strong | |
| Feature engineering | S2,S8,S9 | C | strong |
| Feature Importance | S1,S2 | C | strong |
| Feature selection | S1,S2,S3 | C | strong |
| Federal Statistical Office (Switzerland) | S2 | C | strong |
| Federal Statistical Office of Germany | S2 | Start | strong |
| Federal statistical system | S2 | Start | strong |
| Federal University of Rio Grande do Sul | S1 | strong | |
| Federer–Morse theorem | S5,S6 | S6 near | |
| Federico Amodeo | S1,S8,S9 | Start | strong |
| Federico Ardila | S1,S8,S9 | Stub | strong |
| Federico Cafiero | S1,S8,S9 | C | strong |
| Federico Commandino | S1,S5,S8,S9 | Stub | strong |
| Federico Rodriguez Hertz | S1,S8,S9 | B | strong |
| Federigo Enriques | S1,S5,S8,S9 | Start | strong |
| Fedor Bogomolov | S1,S8,S9 | C | strong |
| Fedor Nazarov | S1,S8,S9 | Stub | strong |
| Fedosov manifold | S1,S5,S6,S9 | Stub | strong |
| FEE method | S1,S5,S6,S8 | Start | strong |
| Feebly compact space | S1,S6 | Stub | strong |
| Feedback | S3,S4,S6,S8 | C | strong |
| Feedback arc set | S1,S3,S5,S6,S8,S9 | GA | strong |
| Feedback linearization | S3,S4,S6 | Start | strong |
| Feedback vertex set | S1,S3,S5,S6,S8,S9 | C | strong |
| Feedback with Carry Shift Registers | S2,S6 | Start | strong |
| Feferman–Schütte ordinal | S1,S5,S6,S8,S9 | Stub | strong |
| Feferman–Vaught theorem | S1,S5,S6,S8,S9 | Start | strong |
| Feigenbaum constants | S1,S3,S4,S5,S6,S8,S9 | C | strong |
| Feigenbaum function | S1,S3,S5,S6,S9 | B | strong |
| Feige–Fiat–Shamir identification scheme | S2 | Start | strong |
| Feistel cipher | S2,S4,S6 | Start | strong |
| Feit–Thompson conjecture | S1,S5,S6,S8,S9 | Start | strong |
| Feit–Thompson theorem | S1,S4,S5,S8,S9 | C | strong |
| Fejér County | S4 | strong | |
| Fejér kernel | S1,S4,S5,S6,S8 | Start | strong |
| Fekete polynomial | S1,S5,S6 | Start | strong |
| Fekete problem | S4,S5,S6,S8,S9 | strong | |
| Fekete's lemma | S5,S6,S9 | S6 near | |
| Fekete–Szegő inequality | S1,S5,S6,S8,S9 | Stub | strong |
| Feldman–Hájek theorem | S1,S2,S4,S5,S6,S9 | Stub | strong |
| Felice Casorati (mathematician) | S1,S8,S9 | Stub | strong |
| Feliks Barański | S1,S8,S9 | Stub | strong |
| Felipe Cucker | S1,S9 | Start | strong |
| Felix Arscott | S1 | Start | strong |
| Felix Bernstein (mathematician) | S1,S8,S9 | Stub | strong |
| Felix Browder | S1,S8,S9 | C | strong |
| Felix Finster | S1,S8 | Start | strong |
| Felix Frankl | S1,S9 | Start | strong |
| Felix Gantmacher | S1,S8,S9 | C | strong |
| Felix Hausdorff | S1,S5,S8,S9 | B | strong |
| Felix Iversen | S1 | Stub | strong |
| Felix Klein | S1,S5,S8,S9 | B | strong |
| Felix Klein and Sophus Lie | S1,S9 | Stub | strong |
| Felix Klein Protocols | S1,S8 | Start | strong |
| Felix Leinen | S1 | Start | strong |
| Felix Otto (mathematician) | S1,S8,S9 | Stub | strong |
| Feller process | S1,S2,S4,S5 | Start | strong |
| Feller's coin-tossing constants | S1,S2,S5,S6,S8,S9 | C | strong |
| Feller-continuous process | S2,S5 | Stub | strong |
| Feller–Tornier constant | S1,S5,S6,S8,S9 | Stub | strong |
| Felsenstein | S4 | strong | |
| Felsenstein's tree-pruning algorithm | S1,S2,S5,S6 | Stub | strong |
| Female education | S2 | C | strong |
| Female education in STEM | S1,S6 | C | strong |
| Femmes et mathématiques | S1,S9 | Start | strong |
| Fence (mathematics) | S1,S4,S5,S6,S9 | C | strong |
| Fenchel | S4 | strong | |
| Fenchel's duality theorem | S1,S5,S6,S8,S9 | Start | strong |
| Fenchel's Law | S1 | Stub | strong |
| Fenchel's theorem | S1,S5,S6,S8,S9 | Start | strong |
| Fenchel–Moreau theorem | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fenchel–Nielsen coordinates | S1,S5,S9 | Stub | strong |
| Fengyan Li | S1 | Start | strong |
| Fenske equation | S6 | S6 near | |
| Feodor Deahna | S1,S8 | Stub | strong |
| Feodor Theilheimer | S1 | Start | strong |
| Ferdinand Ernst Karl Herberstein | S1,S8 | Stub | strong |
| Ferdinand Georg Frobenius | S1,S5,S8,S9 | C | strong |
| Ferdinand Gonseth | S1,S8,S9 | Stub | strong |
| Ferdinand Joachimsthal | S1,S8,S9 | Stub | strong |
| Ferdinand Karl Schweikart | S1,S9 | Start | strong |
| Ferdinand Minding | S1,S9 | Start | strong |
| Ferdinand Rudio | S1,S8,S9 | Start | strong |
| Ferdinand von Lindemann | S1,S6,S8,S9 | Start | strong |
| Ferdinando Pio Rosellini | S1 | Stub | strong |
| Ferdinando Piretti | S1 | Stub | strong |
| Feret diameter | S1 | Stub | strong |
| Fermat (computer algebra system) | S1,S3,S6,S8,S9 | Start | strong |
| Fermat cubic | S1,S5,S8,S9 | Stub | strong |
| Fermat curve | S1,S5,S6,S8,S9 | Start | strong |
| Fermat number | S1,S4,S5,S6,S8,S9 | C | strong |
| Fermat point | S1,S4,S5,S6,S8 | C | strong |
| Fermat polygonal number theorem | S1,S5,S6,S8,S9 | Start | strong |
| Fermat primality test | S1,S4,S5,S6,S8 | Start | strong |
| Fermat Prize | S6,S9 | S6 near | |
| Fermat pseudoprime | S1,S4,S5,S6,S8 | Start | strong |
| Fermat quintic threefold | S1 | Stub | strong |
| Fermat quotient | S1,S5,S6,S9 | Start | strong |
| Fermat's factorization method | S1,S5,S6,S9 | Start | strong |
| Fermat's Last Tango | S1,S6,S9 | GA | strong |
| Fermat's Last Theorem | S1,S4,S5,S6,S8,S9 | C | strong |
| Fermat's Last Theorem (book) | S1,S6,S8,S9 | Stub | strong |
| Fermat's little theorem | S1,S4,S5,S6,S8,S9 | C | strong |
| Fermat's right triangle theorem | S1,S4,S5,S6,S8,S9 | GA | strong |
| Fermat's spiral | S1,S5,S8 | Start | strong |
| Fermat's theorem | S6,S9 | S6 near | |
| Fermat's theorem on sums of two squares | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fermat–Catalan conjecture | S1,S5,S6,S8,S9 | Stub | strong |
| Fermi acceleration | S3,S4 | Start | strong |
| Fermi coordinates | S1,S4,S5,S6,S8 | Stub | strong |
| Fermi gas | S3,S4,S6,S9 | B | strong |
| Fermi liquid theory | S3,S4,S5 | Start | strong |
| Fermi surface | S3,S4,S9 | Start | strong |
| Fermi–Dirac prime | S1,S5,S6 | Start | strong |
| Fermi–Dirac statistics | S3,S4,S5,S6,S8,S9 | B | strong |
| Fermi–Pasta–Ulam–Tsingou problem | S3,S4,S5,S6,S8 | Start | strong |
| Fermi–Pustyl'nikov model | S3,S6 | Stub | S6 near |
| Fermi–Walker transport | S3,S4,S5,S6,S8,S9 | Start | strong |
| Fern Hunt | S1 | Start | strong |
| Fernanda Botelho (mathematician) | S1,S8 | Stub | strong |
| Fernando de Helguero | S1,S8 | Stub | strong |
| Fernando Q. Gouvêa | S1,S5,S9 | Start | strong |
| Fernando Zalamea | S1,S6 | Start | strong |
| Fernique's theorem | S1,S5,S6,S8 | Stub | strong |
| Ferran Hurtado | S1,S8,S9 | Start | strong |
| Ferran Sunyer i Balaguer | S1,S9 | Stub | strong |
| Ferran Sunyer i Balaguer Prize | S1,S9 | Stub | strong |
| Ferrero–Washington theorem | S1,S5,S6,S8,S9 | Start | strong |
| Fertility factor (demography) | S2 | B | strong |
| FETI-DP | S1,S5,S8,S9 | Stub | strong |
| Feuerbach hyperbola | S1,S5,S6 | C | strong |
| Feuerbach point | S1,S4,S5,S8,S9 | C | strong |
| Feynman diagram | S3,S4,S5,S6,S8,S9 | B | strong |
| Feynman parametrization | S1,S3 | Stub | strong |
| Feynman–Kac formula | S1,S4,S6,S8,S9 | C | strong |
| FGLM algorithm | S1,S6,S9 | Stub | strong |
| Fialka | S2,S6 | strong | |
| Fibbinary number | S1,S5,S6,S9 | Start | strong |
| Fiber (mathematics) | S1,S5,S6,S8,S9 | Start | strong |
| Fiber bundle | S1,S4,S5,S6,S8 | B | strong |
| Fiber bundle construction theorem | S1,S5,S6,S9 | Start | strong |
| Fiber derivative | S1,S6 | Stub | strong |
| Fiber functor | S1,S5,S6,S8 | Stub | strong |
| Fiber product of schemes | S1,S4,S6,S8 | C | strong |
| Fiber-homotopy equivalence | S1,S6,S8,S9 | Start | strong |
| Fibered knot | S1,S8 | Start | strong |
| Fibered manifold | S1,S6,S8,S9 | Stub | strong |
| Fibonacci | S1,S5,S6,S8,S9 | C | strong |
| Fibonacci coding | S1,S5,S6,S8,S9 | Start | strong |
| Fibonacci cube | S1,S5,S6,S9 | C | strong |
| Fibonacci group | S1,S6 | Start | strong |
| Fibonacci nim | S1,S5,S6 | GA | strong |
| Fibonacci polynomials | S1,S5,S6,S8,S9 | C | strong |
| Fibonacci prime | S1,S5,S6,S8,S9 | C | strong |
| Fibonacci Quarterly | S1,S8,S9 | Start | strong |
| Fibonacci search technique | S1,S5,S6,S9 | Start | strong |
| Fibonacci sequence | S1,S4,S5,S6,S8,S9 | B | strong |
| Fibonacci word | S1,S3,S5,S6,S8,S9 | B | strong |
| Fibonacci word fractal | S1,S6,S9 | C | strong |
| Fibonomial coefficient | S1,S5,S6 | Start | strong |
| Fibonorial | S1,S5,S6 | Start | strong |
| Fibrant object | S1,S5,S6,S8,S9 | Stub | strong |
| Fibration | S1,S4,S6,S8,S9 | Start | strong |
| Fibration of simplicial sets | S1,S6,S8 | Start | strong |
| Fibration symmetry | S1,S6 | strong | |
| Fibrations of graphs | S1,S6,S9 | strong | |
| Fibred category | S1,S4,S5,S6,S8,S9 | B | strong |
| Fibrifold | S1,S6,S9 | Stub | strong |
| Fichera's existence principle | S1,S5,S6,S9 | Stub | strong |
| Fiction theory | S2,S6 | Start | strong |
| Fictionalism | S2,S6,S8 | Start | strong |
| Fictitious domain method | S1,S3,S5,S6,S8,S9 | Start | strong |
| Fictitious force | S3,S4,S8 | B | strong |
| Fictitious play | S4,S6 | strong | |
| Fidelity of quantum states | S3,S4,S5,S6 | Start | strong |
| Fides (reliability) | S2,S6 | Stub | strong |
| Fiducial inference | S2,S9 | C | strong |
| Field (mathematics) | S1,S4,S5,S6,S8,S9 | GA | strong |
| Field arithmetic | S1,S6 | Start | strong |
| Field equation | S3,S6,S9 | Start | S6 near |
| Field experiment | S2 | Start | strong |
| Field extension | S1,S4,S5,S8 | C | strong |
| Field line | S1,S3,S6,S9 | Start | strong |
| Field norm | S1,S4,S5,S6,S8,S9 | Start | strong |
| Field of definition | S1,S6,S8,S9 | C | strong |
| Field of fractions | S1,S4,S5,S6,S8,S9 | Start | strong |
| Field of sets | S1,S4,S6,S8,S9 | Start | strong |
| Field trace | S1,S4,S6,S8 | Start | strong |
| Field with one element | S1,S4,S5,S6,S8,S9 | B | strong |
| Fielden Professor of Pure Mathematics | S1,S6,S9 | Start | strong |
| Fields Institute | S1,S9 | Start | strong |
| Fields Medal | S1,S5,S8,S9 | B | strong |
| Fieller's theorem | S2,S5,S6,S8 | Start | strong |
| Fierz identity | S3,S5,S6,S9 | Start | S6 near |
| Fifth power (algebra) | S1,S5,S6,S8,S9 | Stub | strong |
| Fifth-order Korteweg–De Vries equation | S1 | Stub | strong |
| Figurate number | S1,S5,S6,S8,S9 | Start | strong |
| Figure of the Earth | S3,S4,S6,S8 | C | strong |
| Figure-eight knot (mathematics) | S1,S4,S5,S6,S8,S9 | C | strong |
| Filecoin | S2 | Start | strong |
| Filesystem-level encryption | S2,S6 | Start | strong |
| FileVault | S2,S6 | C | strong |
| Filip Lundberg | S1,S8,S9 | Start | strong |
| Filip Rindler | S1 | Stub | strong |
| Filippo Antonio Revelli | S1 | Stub | strong |
| Filippo Corridi | S1,S8 | Start | strong |
| Fill device | S2,S6,S8 | Start | strong |
| Filling area conjecture | S1,S5,S6,S8,S9 | C | strong |
| Filling radius | S1,S5,S6,S8,S9 | Start | strong |
| Film plane | S6 | S6 near | |
| Filon quadrature | S1,S6 | Start | strong |
| Filter (large eddy simulation) | S1,S3,S5 | Start | strong |
| Filter (mathematics) | S1,S4,S5,S6,S8,S9 | C | strong |
| Filter on a set | S1,S6,S8,S9 | C | strong |
| Filter quantifier | S1,S6 | Start | strong |
| Filtered algebra | S1,S4,S5,S6,S8,S9 | Start | strong |
| Filtered category | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Filtering problem (stochastic processes) | S2,S3,S4,S5,S6,S8,S9 | Start | strong |
| Filters in topology | S1,S4,S6,S8,S9 | C | strong |
| Filters, random fields, and maximum entropy model | S2,S3 | Stub | strong |
| Filtration (mathematics) | S1,S4,S5,S6,S8,S9 | C | strong |
| Filtration (probability theory) | S1,S2,S4,S6,S9 | Start | strong |
| Fin (extended surface) | S3,S4,S6 | C | strong |
| Finagle's law | S2,S6 | Stub | strong |
| Final functor | S4,S5,S6 | strong | |
| Final state conjecture | S3,S5,S6 | Stub | S6 near |
| Final stellation of the icosahedron | S1,S5,S8,S9 | GA | strong |
| Final topology | S1,S4,S6,S8,S9 | C | strong |
| Final value theorem | S1,S4,S5,S8,S9 | Start | strong |
| Financial calculator | S1 | Stub | strong |
| Financial cryptography | S2 | Start | strong |
| Financial econometrics | S2,S6,S9 | Stub | strong |
| Financial models with long-tailed distributions and volatility clustering | S2,S6 | C | strong |
| Financial signal processing | S2,S6 | Stub | strong |
| Findicator | S2 | Start | strong |
| Finding Ellipses | S1,S9 | C | strong |
| Fine and Wilf's theorem | S1,S3,S6 | C | strong |
| Fine grained complexity | S1,S3,S6 | C | strong |
| Fine topology (potential theory) | S1,S4,S5,S8,S9 | Start | strong |
| Finger binary | S1,S6 | C | strong |
| Finger search tree | S1,S3,S6 | Start | strong |
| Finger-counting | S1,S6 | C | strong |
| Finitary | S1,S6,S8,S9 | Stub | strong |
| Finitary relation | S1,S5,S6,S8,S9 | C | strong |
| Finite algebra | S1,S6,S9 | Stub | strong |
| Finite character | S1,S5,S6,S8,S9 | Stub | strong |
| Finite difference | S1,S4,S5,S6,S8,S9 | B | strong |
| Finite difference coefficient | S1,S4,S6,S8,S9 | Start | strong |
| Finite difference method | S1,S4,S5,S6,S8,S9 | Start | strong |
| Finite element exterior calculus | S1,S4 | Start | strong |
| Finite element method | S1,S3,S4,S5,S6,S8,S9 | C | strong |
| Finite element method in structural mechanics | S4,S6,S8,S9 | strong | |
| Finite extensions of local fields | S1,S6,S9 | Start | strong |
| Finite field | S1,S4,S5,S6,S8 | B | strong |
| Finite field arithmetic | S1,S4,S6,S8 | C | strong |
| Finite Fourier transform | S1,S6,S8,S9 | Stub | strong |
| Finite game | S6 | S6 near | |
| Finite geometry | S1,S4,S5,S6,S8,S9 | C | strong |
| Finite group | S1,S5,S6,S8 | C | strong |
| Finite intersection property | S1,S4,S5,S6,S8,S9 | Start | strong |
| Finite lattice representation problem | S1,S5,S6,S8 | C | strong |
| Finite Legendre transform | S1,S6,S8 | Start | strong |
| Finite mathematics | S1,S6,S8,S9 | Start | strong |
| Finite measure | S1,S4,S5,S6,S9 | Start | strong |
| Finite model property | S2,S6,S8,S9 | Stub | strong |
| Finite model theory | S1,S4,S6,S8 | Start | strong |
| Finite morphism | S1,S4,S8 | Start | strong |
| Finite pointset method | S1,S6,S8 | B | strong |
| Finite ring | S1,S4,S6,S9 | C | strong |
| Finite set | S1,S4,S5,S6,S8,S9 | C | strong |
| Finite sphere packing | S1,S6,S9 | C | strong |
| Finite strain theory | S3,S4,S5,S6,S8 | Start | strong |
| Finite subdivision rule | S1,S6,S9 | GA | strong |
| Finite subgroups of SU(2) | S1,S5,S6 | C | strong |
| Finite thickness | S1,S6 | Stub | strong |
| Finite topological space | S1,S6,S8,S9 | Start | strong |
| Finite topology | S1,S6 | Start | strong |
| Finite type invariant | S1,S4,S5,S6,S8,S9 | Start | strong |
| Finite volume method | S1,S3,S4,S6,S8,S9 | Start | strong |
| Finite volume method for three-dimensional diffusion problem | S3,S6 | Start | S6 near |
| Finite von Neumann algebra | S1,S5,S6 | Start | strong |
| Finite-difference time-domain method | S3,S4,S5,S6,S8,S9 | C | strong |
| Finite-dimensional distribution | S1,S2,S4,S6 | Stub | strong |
| Finite-rank operator | S1,S4,S6,S9 | Start | strong |
| Finite-state machine | S3,S4,S8 | B | strong |
| Finite-state transducer | S3,S4 | Start | strong |
| Finitely generated abelian group | S1,S4,S5,S6,S8,S9 | C | strong |
| Finitely generated algebra | S1,S4,S5,S6,S8,S9 | Start | strong |
| Finitely generated group | S1,S4,S5,S6,S8,S9 | Start | strong |
| Finitely generated module | S1,S4,S5,S6,S8 | Start | strong |
| Finitely generated object | S1,S5,S6 | Stub | strong |
| Finiteness | S1,S6,S9 | Start | strong |
| Finiteness properties of groups | S1,S6,S9 | Start | strong |
| Finitism | S1,S2,S6,S8,S9 | Start | strong |
| Fink protocol | S1,S6 | Start | strong |
| Finnish Mathematical Society | S1,S8,S9 | C | strong |
| FinSet | S1,S5,S6,S9 | Stub | strong |
| Finsler manifold | S1,S4,S5,S6,S8,S9 | Start | strong |
| Finsler's lemma | S1,S5,S6,S8,S9 | C | strong |
| Finsler–Hadwiger theorem | S1,S5,S8,S9 | Start | strong |
| FinVect | S1,S6,S9 | Start | strong |
| Fiona Steele | S2,S9 | Start | strong |
| Fioralba Cakoni | S1 | Start | strong |
| FIPS 140 | S2,S6 | Start | strong |
| FIPS 140-2 | S2,S6 | C | strong |
| FIPS 140-3 | S2,S6 | C | strong |
| FIR transfer function | S1,S6 | C | strong |
| Firefly (key exchange protocol) | S2,S6,S8 | Stub | strong |
| Firefox Lockwise | S2 | Start | strong |
| Fireworks algorithm | S1,S6 | Stub | strong |
| Firing squad synchronization problem | S3,S5,S6,S9 | Start | S6 near |
| Firoozbakht's conjecture | S1,S5,S6,S8,S9 | Start | strong |
| First and second fundamental theorems of invariant theory | S1,S6 | Stub | strong |
| First fundamental form | S1,S4,S5,S6,S8,S9 | Start | strong |
| First Hardy–Littlewood conjecture | S1,S5,S6,S8,S9 | Start | strong |
| First Hurwitz triplet | S1,S8,S9 | Start | strong |
| First International Topological Conference | S1,S6,S9 | Start | strong |
| First law of thermodynamics | S3,S4,S5,S6,S9 | B | strong |
| First moment of area | S1 | Start | strong |
| First passage percolation | S1,S6,S9 | Start | strong |
| First stellation of the rhombic dodecahedron | S1,S5,S8,S9 | Start | strong |
| First uncountable ordinal | S1,S5,S6,S9 | Start | strong |
| First variation | S1,S4,S5,S6,S9 | Stub | strong |
| First variation of area formula | S1,S4 | Start | strong |
| First-class constraint | S1,S3,S4,S5 | Start | strong |
| First-countable space | S1,S4,S5,S6,S8,S9 | Start | strong |
| First-difference estimator | S2 | Stub | strong |
| First-hitting-time model | S2,S3,S8,S9 | Start | strong |
| First-order | S1 | List | strong |
| First-order logic | S1,S2,S3,S4,S5,S6,S8,S9 | B | strong |
| First-order partial differential equation | S1,S4,S6,S9 | Start | strong |
| First-order predicate | S1,S2,S6,S8,S9 | Stub | strong |
| First-order reduction | S1,S6 | Stub | strong |
| First-player and second-player win | S1,S6,S9 | Stub | strong |
| First-price sealed-bid auction | S4,S6 | strong | |
| Fischer group | S1,S4,S5,S8 | Start | strong |
| Fischer group Fi22 | S1,S5,S6,S8 | Start | strong |
| Fischer group Fi23 | S1,S5,S6,S8 | Start | strong |
| Fischer group Fi24 | S1,S5,S6,S8 | Start | strong |
| Fischer's inequality | S1,S5,S6 | Start | strong |
| FISH (cipher) | S2,S5,S6,S9 | Stub | strong |
| Fish (cryptography) | S2,S5,S6 | C | strong |
| Fish curve | S1,S5,S8,S9 | Start | strong |
| Fisher consistency | S1,S2,S5 | Start | strong |
| Fisher equation | S6 | S6 near | |
| Fisher information | S2,S4,S5,S6,S8 | C | strong |
| Fisher information metric | S1,S2,S3,S6,S8,S9 | B | strong |
| Fisher kernel | S1,S2 | Stub | strong |
| Fisher market | S4,S6,S8 | strong | |
| Fisher transformation | S2,S5,S8,S9 | C | strong |
| Fisher's exact test | S2,S5,S9 | Start | strong |
| Fisher's inequality | S2,S5,S6,S8,S9 | Start | strong |
| Fisher's least significant difference | S2,S6 | Start | strong |
| Fisher's method | S1,S2,S5,S9 | Start | strong |
| Fisher's noncentral hypergeometric distribution | S1,S2 | B | strong |
| Fisher's z-distribution | S1,S2,S5 | Start | strong |
| Fisher–Tippett–Gnedenko theorem | S1,S2,S4,S5,S6,S8,S9 | Start | strong |
| Fitch notation | S1,S6,S9 | Stub | strong |
| Fitch's paradox of knowability | S2,S8 | Start | strong |
| Fitness landscape | S4 | strong | |
| Fitness-density covariance | S1,S6 | Start | strong |
| Fitting ideal | S1,S5,S6,S8,S9 | Start | strong |
| Fitting lemma | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fitting length | S1,S6 | B | strong |
| Fitting subgroup | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fitting's theorem | S1,S5,S6,S8,S9 | Stub | strong |
| FitzHugh–Nagumo model | S3,S4,S6,S8 | C | strong |
| Five circles theorem | S1,S5,S8,S9 | Stub | strong |
| Five color theorem | S1,S4,S5,S6,S8,S9 | B | strong |
| Five lemma | S1,S4,S5,S6,S8,S9 | B | strong |
| Five points determine a conic | S1,S5,S6,S9 | Start | strong |
| Five safes | S2 | Start | strong |
| Five Ways (Aquinas) | S2 | B | strong |
| Five-dimensional space | S1,S3,S6,S8,S9 | Start | strong |
| Five-number summary | S2,S9 | Start | strong |
| Five-point stencil | S1,S4,S6,S8,S9 | Start | strong |
| Five-room puzzle | S1,S6,S8,S9 | Start | strong |
| Five-term exact sequence | S1,S6 | Stub | strong |
| Fixation (population genetics) | S4 | strong | |
| Fixation index | S2,S6 | C | strong |
| Fixed effects model | S2,S8,S9 | Start | strong |
| Fixed point (mathematics) | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fixed points of isometry groups in Euclidean space | S1,S6,S9 | Start | strong |
| Fixed-effect Poisson model | S2 | Start | strong |
| Fixed-point combinator | S1,S3,S4,S5,S6,S9 | C | strong |
| Fixed-point computation | S1,S6,S9 | C | strong |
| Fixed-point index | S1,S6 | Start | strong |
| Fixed-point iteration | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fixed-point lemma for normal functions | S1,S5,S6,S8,S9 | Start | strong |
| Fixed-point logic | S1,S3,S6,S8,S9 | C | strong |
| Fixed-point property | S1,S4,S5,S6,S9 | Start | strong |
| Fixed-point space | S1,S6 | Stub | strong |
| Fixed-point subgroup | S1,S6,S9 | Stub | strong |
| Fixed-point subring | S1,S4,S6,S8,S9 | Start | strong |
| Fixed-point theorem | S1,S4,S5,S6,S8,S9 | C | strong |
| Fixed-point theorems in infinite-dimensional spaces | S1,S6,S8,S9 | Start | strong |
| Fjalar Finnäs | S2 | Stub | strong |
| FK-AK space | S1,S6,S9 | Stub | strong |
| FK-space | S1,S4 | Stub | strong |
| FKG inequality | S1,S2,S4,S5,S6,S8,S9 | Start | strong |
| FKT algorithm | S1,S3,S4,S5,S6,S8 | C | strong |
| FL (complexity) | S1,S5,S6,S9 | Stub | strong |
| Flag (geometry) | S1,S5,S6,S9 | Start | strong |
| Flag (linear algebra) | S1,S5,S6,S8,S9 | Start | strong |
| Flag algebra | S1,S6 | C | strong |
| Flag bundle | S1,S6 | Stub | strong |
| Flag-waving | S2 | Stub | strong |
| Flail space model | S6 | S6 near | |
| Flajolet Lecture Prize | S1,S3,S6 | C | strong |
| FLAME clustering | S2,S5 | Start | strong |
| Flat (geometry) | S1,S6,S8,S9 | Start | strong |
| Flat convergence | S1,S6,S9 | Start | strong |
| Flat cover | S1,S6,S8 | Start | strong |
| Flat function | S1,S6,S8,S9 | Stub | strong |
| Flat lattice | S1,S6 | Stub | strong |
| Flat manifold | S1,S5,S8,S9 | C | strong |
| Flat module | S1,S4,S5,S6,S8,S9 | B | strong |
| Flat morphism | S1,S4,S5,S8 | Start | strong |
| Flat topology | S1,S8,S9 | C | strong |
| Flatland | S1,S5,S6,S8,S9 | C | strong |
| Flatland (2007 Ehlinger film) | S1 | Start | strong |
| Flatland (2007 Johnson and Travis film) | S1,S9 | Start | strong |
| Flatness (manufacturing) | S6 | S6 near | |
| Flatness (systems theory) | S3,S4,S6 | Start | strong |
| Flatness problem | S3,S4,S5 | C | strong |
| Flattening | S3,S4,S5,S6 | Start | strong |
| Fleiss's kappa | S1,S2,S5,S9 | C | strong |
| Fleming–Viot process | S1,S2,S6,S9 | Stub | strong |
| Flemming Topsøe | S1 | Stub | strong |
| Flexagon | S1,S5,S6,S8,S9 | C | strong |
| Flexcom | S1 | Start | strong |
| Flexibility method | S4,S6 | strong | |
| Flexible algebra | S1,S4,S5,S8,S9 | Start | strong |
| Flexible polyhedron | S1,S4,S5,S6,S8,S9 | Start | strong |
| Flip (algebraic geometry) | S1,S5,S6,S8,S9 | Start | strong |
| Flip distance | S1,S3,S6,S9 | Start | strong |
| Flip graph | S1,S6,S9 | C | strong |
| Floating-point arithmetic | S3,S4,S5,S6,S8 | B | strong |
| Floer homology | S1,S3,S4,S5,S6,S8,S9 | B | strong |
| Flood fill | S1,S8 | Start | strong |
| Flood risk assessment | S2 | Start | strong |
| Flooding algorithm | S1,S8 | Stub | strong |
| Floor and ceiling functions | S1,S3,S4,S5,S6,S8,S9 | B | strong |
| Floor effect | S1,S2,S6 | Stub | strong |
| Floquet theory | S1,S3,S4,S5,S6,S8,S9 | Start | strong |
| Floradora | S2,S6 | Stub | strong |
| Floral formula | S6 | S6 near | |
| Florence Eliza Allen | S1 | Start | strong |
| Florence Goodenough | S2 | Start | strong |
| Florence Lewis | S1 | Start | strong |
| Florence Merlevède | S1 | Stub | strong |
| Florence Nightingale | S2,S8,S9 | B | strong |
| Florence Nightingale David | S2,S8,S9 | C | strong |
| Florence Nightingale David Award | S2 | Start | strong |
| Florence Weldon | S1 | Start | strong |
| Florencio Utreras | S1 | Stub | strong |
| Florent Bureau | S1,S8 | Stub | strong |
| Florentina Bunea | S2,S8 | Start | strong |
| Florian Cajori | S1,S8,S9 | Start | strong |
| Florian Luca | S1,S8,S9 | Stub | strong |
| Florian Pop | S1,S8,S9 | Stub | strong |
| Florimond de Beaune | S1 | Start | strong |
| Florin Diacu | S1,S8,S9 | Start | strong |
| Floris Takens | S1,S3,S5,S8,S9 | Start | strong |
| Flory–Huggins solution theory | S3,S4,S6,S9 | Start | strong |
| Flory–Rehner equation | S3,S6 | Stub | S6 near |
| Flow (mathematics) | S1,S3,S4,S5,S6,S8,S9 | Start | strong |
| Flow graph (mathematics) | S1,S6 | Start | strong |
| Flow in partially full conduits | S1,S3 | Start | strong |
| Flow network | S1,S3,S4,S5,S6 | C | strong |
| Flow plasticity theory | S3,S4,S5 | Start | strong |
| Flow sampling | S2 | Start | strong |
| Flow separation | S3,S4 | C | strong |
| Flow-based generative model | S2,S3,S6,S9 | C | strong |
| Flow-equivalent server method | S1,S2,S6,S9 | Start | strong |
| Flow-shop scheduling | S4,S5,S8 | strong | |
| Flower snark | S1,S5,S6,S8 | Start | strong |
| Floyd Williams | S1 | Stub | strong |
| Floyd's triangle | S1,S6,S8,S9 | Stub | strong |
| Floyd–Warshall algorithm | S1,S3,S4,S5,S6,S8 | B | strong |
| Fluctuation loss | S1,S2,S6 | Start | strong |
| Fluctuation theorem | S3,S4,S5,S6,S8,S9 | C | strong |
| Fluctuation–dissipation theorem | S3,S4,S5,S6,S8,S9 | Start | strong |
| Fluent (artificial intelligence) | S2,S3,S6 | Start | strong |
| Fluent (mathematics) | S5,S6,S9 | S6 near | |
| Fluent calculus | S2,S6 | Stub | strong |
| Fluhrer, Mantin and Shamir attack | S2,S6 | Start | strong |
| Fluid dynamics | S3,S4,S5,S8 | B | strong |
| Fluid limit | S1,S2,S6,S9 | Stub | strong |
| Fluid mechanics | S1,S3,S4,S5,S8 | B | strong |
| Fluid queue | S1,S6 | C | strong |
| Fluid–structure interaction | S3,S4 | Start | strong |
| Flux | S3,S4,S5,S6,S8,S9 | C | strong |
| Flux balance analysis | S4,S6 | strong | |
| Flux limiter | S3,S4,S6,S8,S9 | C | strong |
| Fluxion | S1,S5,S6,S8,S9 | B | strong |
| Flype | S1,S5,S8,S9 | Stub | strong |
| FMA instruction set | S1 | C | strong |
| FNP (complexity) | S1,S5,S6,S8 | Stub | strong |
| Focal conics | S1 | Start | strong |
| Focal mechanism | S4,S5 | strong | |
| Focal point (game theory) | S6 | S6 near | |
| Focal subgroup theorem | S1,S4,S5,S6,S8,S9 | C | strong |
| Focal surface | S1 | Start | strong |
| Fock matrix | S3,S5,S6 | Stub | S6 near |
| Fock space | S3,S4,S5,S6,S8 | Start | strong |
| Focus (geometry) | S1,S4,S6,S8,S9 | Start | strong |
| Focused information criterion | S2 | Stub | strong |
| Focused proof | S1,S6 | C | strong |
| Fodor | S4 | strong | |
| Fodor's lemma | S1,S5,S6,S8,S9 | Start | strong |
| Foias constant | S1,S5,S6,S8,S9 | Stub | strong |
| FOIL method | S1,S6,S9 | Start | strong |
| Fokas method | S1,S6 | C | strong |
| Fokker–Planck equation | S1,S2,S3,S4,S5,S6,S8,S9 | C | strong |
| Fold-and-cut theorem | S1,S5,S6,S9 | Stub | strong |
| Folded normal distribution | S2 | Start | strong |
| Folded Reed–Solomon code | S1,S3,S6 | C | strong |
| Folded spectrum method | S1,S5,S6,S8 | Stub | strong |
| Folded-t and half-t distributions | S2 | Start | strong |
| Foldy–Wouthuysen transformation | S1,S3 | Start | strong |
| Folgar-Tucker Model | S1,S3,S6 | Start | strong |
| Foliation | S1,S4,S5,S6,S8,S9 | C | strong |
| Folium of Descartes | S1,S5,S8,S9 | B | strong |
| Folk theorem (game theory) | S4,S5,S6,S8,S9 | strong | |
| Folkman graph | S1,S5,S6,S8 | C | strong |
| Folkman's theorem | S1,S5,S6,S9 | Start | strong |
| Fondements de la Géometrie Algébrique | S1,S6,S8,S9 | Start | strong |
| Fontaine's period rings | S1,S6 | Start | strong |
| Fontaine–Mazur conjecture | S1,S5,S6,S8 | Stub | strong |
| Food insecurity among college students in the United States | S2 | C | strong |
| Food web | S4 | strong | |
| Fooled by Randomness | S2 | Start | strong |
| Forbidden graph characterization | S1,S3,S6,S8,S9 | Start | strong |
| Forbidden subgraph problem | S1,S6,S9 | Stub | strong |
| Force chain | S1,S3,S6 | Stub | strong |
| Force of infection | S2,S5 | Stub | strong |
| Force of mortality | S1,S6,S8 | Start | strong |
| Force-directed graph drawing | S1,S6,S8 | C | strong |
| Force-free magnetic field | S3,S4 | Start | strong |
| Forced convection | S3,S4,S6 | Stub | strong |
| Forcing (computability) | S1,S6,S8 | Start | strong |
| Forcing (mathematics) | S1,S4,S5,S6,S8,S9 | B | strong |
| Forcing function (differential equations) | S1,S6 | Stub | strong |
| Forcing graph | S1,S6,S8 | Start | strong |
| Ford circle | S1,S5,S6,S8,S9 | Start | strong |
| Forder Lectureship | S1,S9 | Stub | strong |
| FORDISC | S2 | Start | strong |
| Ford–Fulkerson algorithm | S1,S4,S5,S6,S8 | C | strong |
| Forecast bias | S2 | Stub | strong |
| Forecast error | S2 | Stub | strong |
| Forecast skill | S1,S2,S9 | Start | strong |
| Forecasting | S2,S9 | C | strong |
| Foreign affiliate trade statistics | S2 | Stub | strong |
| Foreign instrumentation signals intelligence | S2,S6 | Start | strong |
| Forensic statistics | S2,S6,S8 | C | strong |
| Forest plot | S2,S8,S9 | Start | strong |
| Forgetful functor | S1,S4,S5,S6,S8 | Start | strong |
| Fork (blockchain) | S2 | Start | strong |
| Forking extension | S1,S6,S8,S9 | Start | strong |
| Forking lemma | S1,S2,S5,S6,S8 | Start | strong |
| Forking paths problem | S2 | Stub | strong |
| Fork–join queue | S2 | C | strong |
| Form factor (electronics) | S1,S3 | C | strong |
| Formal ball | S1,S6 | Stub | strong |
| Formal calculation | S1,S6,S9 | Start | strong |
| Formal concept analysis | S4,S6,S9 | strong | |
| Formal criteria for adjoint functors | S1,S6,S9 | Stub | strong |
| Formal derivative | S1,S4,S6,S9 | Start | strong |
| Formal epistemology | S2,S6,S9 | Start | strong |
| Formal ethics | S2,S6,S8 | Start | strong |
| Formal fallacy | S2,S8,S9 | Start | strong |
| Formal grammar | S2,S3,S4,S6,S8,S9 | C | strong |
| Formal group law | S1,S4,S6,S8,S9 | Start | strong |
| Formal holomorphic function | S1,S6 | Start | strong |
| Formal language | S1,S3,S4,S5,S6,S8,S9 | C | strong |
| Formal manifold | S1,S6 | Stub | strong |
| Formal moduli | S1,S6,S9 | Stub | strong |
| Formal ontology | S2 | Start | strong |
| Formal power series | S1,S4,S5,S6,S8,S9 | C | strong |
| Formal proof | S1,S6,S8,S9 | C | strong |
| Formal scheme | S1,S5,S6,S8 | Start | strong |
| Formal science | S1,S2,S3,S8 | Start | strong |
| Formal semantics (natural language) | S2,S6,S8,S9 | GA | strong |
| Formal sum | S1,S6,S9 | List | strong |
| Formal system | S1,S3,S6,S8,S9 | Start | strong |
| Formalism (philosophy of mathematics) | S1,S2,S4,S6,S9 | Start | strong |
| Formalism (philosophy) | S2,S6,S8 | Start | strong |
| Formally real field | S1,S4,S5,S6,S8 | Start | strong |
| Formally smooth map | S1,S4,S6,S9 | Start | strong |
| Formally étale morphism | S1,S5,S8 | Start | strong |
| Format-preserving encryption | S2,S6 | Start | strong |
| Format-transforming encryption | S2,S6 | Start | strong |
| Formation (group theory) | S1,S6,S9 | Start | strong |
| Formation matrix | S2,S6 | Stub | strong |
| Formation rule | S1,S6,S8,S9 | Start | strong |
| Formula | S1,S5,S6,S8,S9 | B | strong |
| Formula calculator | S6,S9 | S6 near | |
| Formula editor | S1,S8 | Start | strong |
| Formula for primes | S1,S5,S6,S8,S9 | Start | strong |
| Formulario mathematico | S1,S6,S8,S9 | Start | strong |
| Formulas for generating Pythagorean triples | S1,S6,S9 | C | strong |
| Forney algorithm | S1,S3,S5,S6 | Start | strong |
| Forrest W. Young | S2 | Stub | strong |
| Forrester's paradox | S2,S6 | Stub | strong |
| Forster–Swan theorem | S1,S5,S6,S9 | Start | strong |
| Fort Meade | S2 | C | strong |
| Fort space | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Fortezza | S2 | Start | strong |
| Fortuna (PRNG) | S2,S5,S6 | C | strong |
| Fortunate number | S1,S5,S6,S8,S9 | Start | strong |
| Forum Geometricorum | S1,S9 | Start | strong |
| Forum of Mathematics | S1,S8,S9 | Stub | strong |
| Forward algorithm | S1,S5 | C | strong |
| Forward anonymity | S2,S6 | Start | strong |
| Forward chaining | S2,S3,S6,S9 | Start | strong |
| Forward kinematics | S4,S6 | strong | |
| Forward measure | S2,S6 | Start | strong |
| Forward secrecy | S2,S6 | C | strong |
| Foster graph | S1,S5,S6,S8 | Start | strong |
| Foster's theorem | S2,S5,S6,S8 | Stub | strong |
| Foucault pendulum | S3,S4 | C | strong |
| Foundations and Trends in Econometrics | S1 | Stub | strong |
| Foundations of Algebraic Geometry | S6,S9 | S6 near | |
| Foundations of Differential Geometry | S1,S8,S9 | Stub | strong |
| Foundations of geometry | S1,S6,S8,S9 | C | strong |
| Foundations of mathematics | S1,S2,S4,S5,S6,S8,S9 | C | strong |
| Foundations of Science | S2,S9 | Stub | strong |
| Foundations of statistics | S2,S6,S9 | C | strong |
| Founders of statistics | S1,S2,S6,S8,S9 | List | strong |
| Four color theorem | S1,S4,S5,S6,S8,S9 | B | strong |
| Four exponentials conjecture | S1,S5,S6,S8,S9 | Start | strong |
| Four factor formula | S1 | Start | strong |
| Four fours | S1,S6,S9 | Start | strong |
| Four glasses puzzle | S1,S5,S6 | Start | strong |
| Four vertex theorem | S1,S4,S5,S6,S8,S9 | Start | strong |
| Four-acceleration | S3,S4,S5 | Start | strong |
| Four-bar linkage | S3,S4 | C | strong |
| Four-dimensional space | S1,S3,S6,S8,S9 | C | strong |
| Four-momentum | S3,S4,S5 | Start | strong |
| Four-spiral semigroup | S1,S6 | Start | strong |
| Four-square cipher | S2,S5 | C | strong |
| Four-valued logic | S2,S9 | C | strong |
| Four-vector | S3,S4,S5,S6,S9 | C | strong |
| Four-velocity | S3,S4,S5 | Start | strong |
| Fourier algebra | S1,S4,S6,S8,S9 | Start | strong |
| Fourier amplitude sensitivity testing | S1,S6,S8 | C | strong |
| Fourier analysis | S1,S2,S4,S5,S6,S8,S9 | B | strong |
| Fourier division | S1,S6,S8,S9 | Start | strong |
| Fourier extension operator | S1 | Stub | strong |
| Fourier integral operator | S1,S4,S6,S8,S9 | Start | strong |
| Fourier inversion theorem | S1,S4,S5,S8,S9 | C | strong |
| Fourier number | S4,S5,S6,S8 | strong | |
| Fourier operator | S1,S8,S9 | Start | strong |
| Fourier optics | S3,S4,S8,S9 | Start | strong |
| Fourier series | S1,S4,S5,S6,S8 | B | strong |
| Fourier shell correlation | S6,S8 | S6 near | |
| Fourier sine and cosine series | S1,S6,S8 | Start | strong |
| Fourier transform | S1,S4,S5,S6,S8,S9 | B | strong |
| Fourier transform on finite groups | S1,S4,S6,S8,S9 | Start | strong |
| Fourier–Bessel series | S1,S4,S6,S8 | Start | strong |
| Fourier–Bros–Iagolnitzer transform | S1,S4,S6,S8,S9 | B | strong |
| Fourier–Deligne transform | S1,S6,S8,S9 | Stub | strong |
| Fourier–Motzkin elimination | S1,S3,S4,S5,S6,S8,S9 | Start | strong |
| Fourier–Mukai transform | S1,S4,S6,S8 | Start | strong |
| Fourth dimension in art | S1,S3,S6,S8,S9 | C | strong |
| Fourth power | S1,S5,S6,S9 | Stub | strong |
| Fourt–Woodlock equation | S1,S5 | Stub | strong |
| Fowlkes–Mallows index | S2 | Start | strong |
| Fox derivative | S1,S5,S6,S8,S9 | Stub | strong |
| Fox H-function | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Fox n-coloring | S1,S5,S6,S8,S9 | Start | strong |
| Fox–Wright function | S1,S4,S5,S6,S9 | Stub | strong |
| FP (complexity) | S1,S5,S6,S8,S9 | Stub | strong |
| Fpqc morphism | S1 | Start | strong |
| Fractal | S1,S3,S5,S6,S8,S9 | B | strong |
| Fractal analysis | S1,S6,S9 | Start | strong |
| Fractal canopy | S1,S3,S6,S9 | Stub | strong |
| Fractal compression | S1,S3,S6,S9 | C | strong |
| Fractal curve | S1,S6,S8,S9 | Start | strong |
| Fractal derivative | S1,S3,S6,S8,S9 | Start | strong |
| Fractal dimension | S1,S3,S5,S6,S8,S9 | B | strong |
| Fractal expressionism | S1,S6 | Start | strong |
| Fractal flame | S1,S3,S6,S8,S9 | Start | strong |
| Fractal landscape | S1,S3,S6,S9 | Start | strong |
| Fractal string | S1,S6,S9 | Stub | strong |
| Fractal transform | S1,S3,S6,S8 | Start | strong |
| Fractal-generating software | S1,S3,S6,S9 | C | strong |
| Fractalgrid | S1 | Start | strong |
| Fraction | S1,S5,S6,S8,S9 | C | strong |
| Fraction of variance unexplained | S2,S3,S6,S9 | Start | strong |
| Fractional Brownian motion | S1,S2,S4,S5,S8 | C | strong |
| Fractional calculus | S1,S4,S5,S6,S8,S9 | C | strong |
| Fractional coloring | S1,S5,S6,S8,S9 | Start | strong |
| Fractional dominating set | S5,S6 | S6 near | |
| Fractional factorial design | S2,S4,S8,S9 | Start | strong |
| Fractional Fourier transform | S1,S4,S5,S8,S9 | B | strong |
| Fractional graph isomorphism | S1,S6,S9 | Start | strong |
| Fractional ideal | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fractional Laplacian | S1,S4,S6 | Stub | strong |
| Fractional matching | S1,S6,S9 | Start | strong |
| Fractional model | S1,S2,S6 | Start | strong |
| Fractional part | S1,S5,S6 | Start | strong |
| Fractional programming | S1,S4,S6,S8 | Start | strong |
| Fractional wavelet transform | S1,S6 | Start | strong |
| Fractional-order system | S1,S6,S8,S9 | Start | strong |
| Fractionally subadditive valuation | S1 | Stub | strong |
| FRACTRAN | S5,S6,S9 | S6 near | |
| Fracture mechanics | S3,S4,S5,S6,S9 | C | strong |
| Fracture toughness | S3,S4,S5 | strong | |
| Fragility Index | S2,S6 | Start | strong |
| Fragment (logic) | S1,S6,S9 | Stub | strong |
| Frame (linear algebra) | S1,S4,S5,S6,S9 | B | strong |
| Frame bundle | S1,S4,S5,S6,S8 | B | strong |
| Frame fields in general relativity | S3,S4,S5,S6,S8,S9 | C | strong |
| Frame problem | S2,S3,S6,S9 | C | strong |
| Frame-dragging | S3,S4,S6,S8 | C | strong |
| Franc Hočevar | S1,S8 | Stub | strong |
| Frances A. Rosamond | S1,S8,S9 | Start | strong |
| Frances Cave-Browne-Cave | S1 | Start | strong |
| Frances Cope | S1 | Start | strong |
| Frances Ellen Baker | S1 | Start | strong |
| Frances Hardcastle | S1 | Start | strong |
| Frances Harshbarger | S1 | Start | strong |
| Frances Kirwan | S1,S8,S9 | Start | strong |
| Frances McBroom Thompson | S1 | Start | strong |
| Frances Yao | S1,S3,S8,S9 | Start | strong |
| Francesca Biagini | S1,S9 | Start | strong |
| Francesca Chiaromonte | S2,S8 | Start | strong |
| Francesca Dominici | S2,S8 | Start | strong |
| Francesca Mazzia | S1 | Start | strong |
| Francesco Barberino Benici | S1 | Stub | strong |
| Francesco Brioschi | S1,S8,S9 | Start | strong |
| Francesco Eschinardi | S1,S3 | Start | strong |
| Francesco Galigai | S1 | Stub | strong |
| Francesco Gerbaldi | S1,S8,S9 | Stub | strong |
| Francesco Mainardi | S1,S3 | Start | strong |
| Francesco Maria De Regi | S1 | Stub | strong |
| Francesco Paolo Cantelli | S1,S8,S9 | Stub | strong |
| Francesco Perez | S1 | Stub | strong |
| Francesco Ricci (mathematician) | S1 | Stub | strong |
| Francesco Sbrana | S1,S8 | Stub | strong |
| Francesco Severi | S1,S5,S8,S9 | Start | strong |
| Francesco Siacci | S1,S8 | C | strong |
| Francesco Tricomi | S1,S8,S9 | Stub | strong |
| Francesco Ventretti | S1 | Stub | strong |
| Francis Amasa Walker | S2,S8,S9 | C | strong |
| Francis Anderson (philosopher) | S2 | Stub | strong |
| Francis B. Hildebrand | S1,S9 | Stub | strong |
| Francis Bacon | S2,S9 | B | strong |
| Francis Bonahon | S1,S8,S9 | Stub | strong |
| Francis Bretherton | S1,S3,S9 | Start | strong |
| Francis Brown (mathematician) | S1,S8 | Start | strong |
| Francis Clarke (mathematician) | S1,S8,S9 | Start | strong |
| Francis Dominic Bencini | S2 | Start | strong |
| Francis Dominic Murnaghan (mathematician) | S1,S8,S9 | Start | strong |
| Francis Galton | S1,S2,S5,S8,S9 | B | strong |
| Francis Hutcheson (philosopher) | S2,S9 | C | strong |
| Francis John Welsh Whipple | S1 | Start | strong |
| Francis Joseph Murray | S1,S8,S9 | Stub | strong |
| Francis Raven | S2 | Stub | strong |
| Francis Sowerby Macaulay | S1,S8,S9 | Stub | strong |
| Francis Su | S1,S6,S8,S9 | Start | strong |
| Francisco Miró Quesada Cantuarias | S2 | C | strong |
| Francisco Santos Leal | S1,S8,S9 | Start | strong |
| Franciszek Indan Pykna | S2 | Start | strong |
| Franciszek Leja | S1,S8,S9 | Stub | strong |
| Franciszek Pokorny | S2 | Stub | strong |
| Franck Barthe | S1,S8,S9 | Stub | strong |
| Franco Brezzi | S1,S8,S9 | Start | strong |
| Franco Burgersdijk | S2 | Start | strong |
| Franco of Liège | S1 | Stub | strong |
| Frank A. Stevenson | S2 | Stub | strong |
| Frank Adams | S1,S5,S6,S8,S9 | Start | strong |
| Frank Anscombe | S2,S8,S9 | Start | strong |
| Frank Birch | S2 | C | strong |
| Frank Bonsall | S1,S9 | Start | strong |
| Frank Calegari | S1,S8,S9 | Start | strong |
| Frank den Hollander | S1,S3,S8,S9 | Start | strong |
| Frank Deutsch | S1 | Stub | strong |
| Frank Duckworth | S2,S8 | Start | strong |
| Frank E. Grubbs | S2 | Start | strong |
| Frank Farris | S1 | Stub | strong |
| Frank Forelli | S1,S8 | Stub | strong |
| Frank Grosshans | S1 | Stub | strong |
| Frank H. Berkshire | S1 | Stub | strong |
| Frank Harary | S1,S8,S9 | C | strong |
| Frank J. Ayres | S1,S9 | Stub | strong |
| Frank J. Massey | S2,S8,S9 | Start | strong |
| Frank Leymann | S1 | Start | strong |
| Frank Merle (mathematician) | S1,S8,S9 | Start | strong |
| Frank Morgan (mathematician) | S1,S8,S9 | Start | strong |
| Frank Morley | S1,S8,S9 | Start | strong |
| Frank Natterer | S1,S8,S9 | Start | strong |
| Frank Nelson Cole | S1,S9 | Start | strong |
| Frank Nielsen (computer scientist) | S2,S3 | Start | strong |
| Frank P. Ramsey | S1,S2,S6,S8,S9 | B | strong |
| Frank Proschan | S1,S2,S8,S9 | Start | strong |
| Frank Quinn (mathematician) | S1,S8,S9 | Stub | strong |
| Frank Rowlett | S2 | Start | strong |
| Frank Ruskey | S1,S6,S8,S9 | Stub | strong |
| Frank Smithies | S1,S9 | Stub | strong |
| Frank Terpil | S2 | Start | strong |
| Frank Valente | S1 | Start | strong |
| Frank Vigor Morley | S1,S8,S9 | C | strong |
| Frank W. J. Olver | S1,S8,S9 | Start | strong |
| Frank W. Lewis | S2 | Start | strong |
| Frank Wilcoxon | S2,S8,S9 | Stub | strong |
| Frank Yates | S2,S8,S9 | Start | strong |
| Frank-Kamenetskii theory | S3,S4,S5 | B | strong |
| Frank-Olaf Schreyer | S1,S8,S9 | Stub | strong |
| Frankel conjecture | S1,S4,S6,S9 | Stub | strong |
| Franklin & Marshall College Poll | S2 | Start | strong |
| Franklin graph | S1,S5,S6,S8 | Start | strong |
| Franklin P. Peterson | S1,S8,S9 | Start | strong |
| Frank–Wolfe algorithm | S1,S4,S5,S6,S8 | C | strong |
| Frans Oort | S1,S9 | Stub | strong |
| Frans van Schooten | S1,S8,S9 | Start | strong |
| Fransén–Robinson constant | S1,S5,S6,S8,S9 | Stub | strong |
| František Mikloško | S1 | Start | strong |
| František Wolf | S1 | Stub | strong |
| Franz Aepinus | S1 | Start | strong |
| Franz Alt (mathematician) | S1,S8,S9 | C | strong |
| Franz Josef Radermacher | S1 | Stub | strong |
| Franz Mertens | S1,S8,S9 | Start | strong |
| Franz Rellich | S1,S8,S9 | Stub | strong |
| François Barrême | S1 | Stub | strong |
| François Bruhat | S1,S5,S8,S9 | Stub | strong |
| François Budan de Boislaurent | S1,S9 | Start | strong |
| François Châtelet (mathematician) | S1 | Stub | strong |
| François Cosserat | S1,S9 | Start | strong |
| François Fages | S1,S3 | Start | strong |
| François Folie | S1 | C | strong |
| François Français | S1 | Start | strong |
| François Jacquier | S1,S3 | Start | strong |
| François Jaeger | S1 | Start | strong |
| François Labourie | S1,S8,S9 | Stub | strong |
| François Ledrappier | S1,S8,S9 | Stub | strong |
| François Loeser | S1,S5,S8,S9 | Stub | strong |
| François Nicole | S1 | Stub | strong |
| François Noël (missionary) | S1 | C | strong |
| François Peyrard | S1 | Start | strong |
| François Proth | S1,S9 | Stub | strong |
| François Viète | S1,S4,S8,S9 | C | strong |
| François-Joseph Servois | S1,S9 | Start | strong |
| Françoise Tisseur | S1,S9 | Start | strong |
| Frattini | S4 | strong | |
| Frattini subgroup | S1,S4,S5,S6,S8,S9 | Start | strong |
| Frattini's argument | S1,S5,S6,S8,S9 | Start | strong |
| Frauke Kreuter | S2,S8 | Start | strong |
| Fraunhofer diffraction | S3,S4 | B | strong |
| Fraïssé limit | S1,S4,S5,S6,S8,S9 | C | strong |
| Fraňková–Helly selection theorem | S1,S5,S6,S8 | Stub | strong |
| Fred Diamond | S1,S6,S8,S9 | Stub | strong |
| Fred Galvin | S1,S6,S8,S9 | Stub | strong |
| Fred Oswald | S2 | Stub | strong |
| Fred Piper | S1,S2 | Stub | strong |
| Fred S. Roberts | S1,S6,S8,S9 | Start | strong |
| Fred Sommers | S2 | Stub | strong |
| Fred van der Blij | S1,S9 | Stub | strong |
| Fred Van Oystaeyen | S1,S5,S9 | Start | strong |
| Freda Porter | S1 | Start | strong |
| Freddy Delbaen | S1,S8,S9 | Start | strong |
| Frederi Viens | S2 | C | strong |
| Frederic Fitch | S2,S9 | Start | strong |
| Frederic M. Lord | S2,S8,S9 | Stub | strong |
| Frederic Wan | S1 | C | strong |
| Frederick Bagemihl | S1,S8,S9 | Stub | strong |
| Frederick F. Stephan | S2,S8,S9 | Start | strong |
| Frederick Gehring | S1,S8,S9 | Start | strong |
| Frederick Harcourt Kitchin | S2 | Start | strong |
| Frederick J. Almgren Jr. | S1,S8,S9 | Stub | strong |
| Frederick J. Beutler | S1 | Start | strong |
| Frederick Koon-Shing Leung | S1,S8 | Stub | strong |
| Frederick Ludwig Hoffman | S2,S9 | Stub | strong |
| Frederick Mosteller | S2,S8,S9 | Start | strong |
| Frederick Purser | S1 | Stub | strong |
| Frederick R. Cohen | S1,S9 | Start | strong |
| Frederick Rowbottom | S1,S8,S9 | Start | strong |
| Frederick Soddy | S1 | C | strong |
| Frederick Valentine Atkinson | S1,S8,S9 | Start | strong |
| Frederik Schuh | S1 | Stub | strong |
| Fredholm | S4 | strong | |
| Fredholm alternative | S1,S4,S5,S6,S9 | Start | strong |
| Fredholm determinant | S1,S4,S5,S6,S9 | Start | strong |
| Fredholm integral equation | S1,S4,S5,S6,S9 | Start | strong |
| Fredholm kernel | S1,S5,S6,S8,S9 | Start | strong |
| Fredholm module | S1,S4,S5,S6,S9 | Stub | strong |
| Fredholm operator | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fredholm solvability | S1,S5 | Stub | strong |
| Fredholm theory | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fredholm's theorem | S1,S5,S6,S8,S9 | Start | strong |
| Fredrik Gripenstierna | S2 | Start | strong |
| Fredrik Lange-Nielsen | S1,S8 | Start | strong |
| Free abelian group | S1,S4,S5,S6,S8,S9 | GA | strong |
| Free algebra | S1,S4,S6,S8,S9 | Start | strong |
| Free Boolean algebra | S1,S4,S6,S8,S9 | Start | strong |
| Free boundary problem | S1,S3,S4,S5,S6,S9 | Start | strong |
| Free category | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Free choice inference | S2,S6,S9 | Start | strong |
| Free convolution | S1,S6,S9 | Start | strong |
| Free factor complex | S1,S6 | Start | strong |
| Free group | S1,S4,S5,S6,S8,S9 | C | strong |
| Free ideal ring | S1,S6,S8,S9 | Stub | strong |
| Free independence | S1,S6,S9 | Start | strong |
| Free lattice | S1,S4,S6,S9 | C | strong |
| Free Lie algebra | S1,S4,S5,S6,S8,S9 | Start | strong |
| Free logic | S1,S2,S8,S9 | Start | strong |
| Free loop | S1,S4,S6,S9 | Stub | strong |
| Free matroid | S1,S6,S9 | Stub | strong |
| Free module | S1,S4,S5,S6,S8,S9 | Start | strong |
| Free monoid | S1,S4,S5,S6,S8,S9 | Start | strong |
| Free motion equation | S3,S6 | Stub | S6 near |
| Free object | S1,S4,S5,S6,S8,S9 | Start | strong |
| Free parameter | S1,S3 | Stub | strong |
| Free presentation | S1,S6,S8,S9 | Start | strong |
| Free probability | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Free product | S1,S4,S5,S6,S8,S9 | Start | strong |
| Free product of associative algebras | S1,S5,S6,S8,S9 | Stub | strong |
| Free variables and bound variables | S1,S5,S6,S8,S9 | Start | strong |
| Free-air gravity anomaly | S3,S4,S5,S6 | Start | strong |
| Free-by-cyclic group | S1,S6,S9 | Stub | strong |
| Free-energy relationship | S1 | strong | |
| Free-fall time | S3,S4 | Start | strong |
| Free-standing Mathematics Qualifications | S1 | Start | strong |
| Free-surface modelling | S1,S3 | Stub | strong |
| Freedman's paradox | S2,S6 | Stub | strong |
| Freedman–Diaconis rule | S2 | Stub | strong |
| Freeman Dyson | S1,S3,S5,S8,S9 | B | strong |
| Freeman law | S2 | Stub | strong |
| FreeOTFE | S2,S6 | B | strong |
| FreeOTP | S2 | Start | strong |
| FreeS/WAN | S2 | Stub | strong |
| Frege system | S1,S5,S6,S9 | Stub | strong |
| Frege's theorem | S1,S5,S6,S8,S9 | Start | strong |
| Frege–Church ontology | S2,S6,S9 | Start | strong |
| Freidlin–Wentzell theorem | S2,S5,S6,S8,S9 | Stub | strong |
| Freightos Baltic Index | S2 | Start | strong |
| Freiheitssatz | S1,S4,S5,S6,S9 | Start | strong |
| Freiling's axiom of symmetry | S1,S5,S6,S8,S9 | B | strong |
| Freiman's theorem | S1,S5,S6,S8,S9 | Stub | strong |
| Freivalds' algorithm | S1,S5,S6,S8,S9 | Start | strong |
| French curve | S1,S6,S9 | Stub | strong |
| French flag model | S4 | strong | |
| French Institute for Research in Computer Science and Automation | S1,S6,S8,S9 | Start | strong |
| French mathematical seminars | S1,S6,S8,S9 | Start | strong |
| French Statistical Society | S2,S9 | Start | strong |
| Frenet–Serret formulas | S1,S3,S4,S5,S6,S8,S9 | B | strong |
| Frequency | S1,S3,S5,S8 | C | strong |
| Frequency (statistics) | S1,S2,S5,S6,S8 | C | strong |
| Frequency analysis | S1,S2,S6,S8 | C | strong |
| Frequency domain | S1,S2,S8,S9 | Start | strong |
| Frequency domain decomposition | S1,S3 | Stub | strong |
| Frequency partition of a graph | S1,S6,S8 | Start | strong |
| Frequency principle/spectral bias | S1,S3 | Start | strong |
| Frequency response | S3,S4,S6 | C | strong |
| Frequency selective surface | S1,S3,S6 | C | strong |
| Frequency Weighting (spectral analysis) | S2 | Start | strong |
| Frequent pattern discovery | S2,S3,S6 | Start | strong |
| Frequentist inference | S2,S4,S8,S9 | Start | strong |
| Frequentist probability | S2,S6,S8,S9 | Start | strong |
| Fresh variable | S6,S9 | S6 near | |
| Freshman | S4 | strong | |
| Freshman's dream | S1,S4,S5,S6,S9 | C | strong |
| Fresnel diffraction | S3,S4 | Start | strong |
| Fresnel equations | S3,S4,S6 | C | strong |
| Fresnel integral | S1,S3,S4,S5,S6,S8,S9 | C | strong |
| Fresnel number | S3,S4,S5,S8 | Stub | strong |
| Freudenthal algebra | S1,S5,S8 | Stub | strong |
| Freudenthal magic square | S1,S4,S5,S6,S8 | Start | strong |
| Freudenthal spectral theorem | S1,S5,S6,S8,S9 | Start | strong |
| Freudenthal suspension theorem | S1,S4,S5,S8,S9 | Start | strong |
| Frey curve | S1,S5,S6,S9 | Start | strong |
| Freyd cover | S1,S5,S6 | Stub | strong |
| Freydoon Shahidi | S1,S8,S9 | Stub | strong |
| FriCAS | S1,S8,S9 | Start | strong |
| Fricke involution | S1,S5,S6,S9 | Stub | strong |
| Friction | S3,S4,S5,S8 | B | strong |
| Fridrikh Karpelevich | S1,S9 | Stub | strong |
| Friedberg numbering | S1,S6 | Stub | strong |
| Friedberg–Muchnik theorem | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Friedel's law | S1,S9 | Stub | strong |
| Friederich Ignaz Mautner | S1,S9 | Start | strong |
| Friedhelm Eicker | S1 | Stub | strong |
| Friedhelm Waldhausen | S1,S5,S8,S9 | Start | strong |
| Friedlander–Iwaniec theorem | S1,S5,S6,S8,S9 | Start | strong |
| Friedman number | S1,S5,S6,S9 | C | strong |
| Friedman test | S2,S5,S8,S9 | Start | strong |
| Friedman translation | S1,S6,S9 | Start | strong |
| Friedman's SSCG function | S1,S6,S8,S9 | Stub | strong |
| Friedmann equations | S3,S4,S5,S8 | C | strong |
| Friedmann–Lemaître–Robertson–Walker metric | S3,S4,S5,S6,S8 | C | strong |
| Friedrich Adolf Trendelenburg | S2,S9 | C | strong |
| Friedrich Bachmann | S1,S9 | Start | strong |
| Friedrich Dingeldey | S1,S8 | Stub | strong |
| Friedrich Engel (mathematician) | S1,S8,S9 | Stub | strong |
| Friedrich Götze | S1,S8,S9 | Stub | strong |
| Friedrich Hartogs | S1,S4,S8,S9 | Stub | strong |
| Friedrich Hirzebruch | S1,S5,S8,S9 | Start | strong |
| Friedrich Julius Richelot | S1,S8,S9 | Stub | strong |
| Friedrich Kambartel | S2 | Start | strong |
| Friedrich Karl Schmidt | S1,S8,S9 | Stub | strong |
| Friedrich Kasiski | S2 | Start | strong |
| Friedrich Otto Rudolf Sturm | S1,S8,S9 | Stub | strong |
| Friedrich Prym | S1,S8,S9 | Stub | strong |
| Friedrich Schilling | S1 | Start | strong |
| Friedrich Schottky | S1,S8,S9 | Stub | strong |
| Friedrich Schur | S1,S8,S9 | Start | strong |
| Friedrich von Hermann | S2 | Start | strong |
| Friedrich Waismann | S2,S6,S8 | C | strong |
| Friedrich Wilhelm Bessel | S1,S8,S9 | C | strong |
| Friedrich Wilhelm Levi | S1,S5,S8,S9 | Stub | strong |
| Friedrich Wilhelm Opelt | S1,S8 | Start | strong |
| Friedrich Wilhelm Schäfke | S1,S8 | Stub | strong |
| Friedrichs extension | S1,S4,S5,S6,S8,S9 | Start | strong |
| Friedrichs' inequality | S1,S5,S6,S8,S9 | Stub | strong |
| Friend-to-friend | S2,S6 | Start | strong |
| Friendly number | S1,S5,S6,S8,S9 | Start | strong |
| Friendly-index set | S1,S5,S6 | Stub | strong |
| Friendship graph | S1,S4,S5,S6,S8 | C | strong |
| Friendship paradox | S1,S2,S4,S6,S9 | Start | strong |
| Frieze group | S1,S6,S8 | B | strong |
| Frigyes Riesz | S1,S5,S8,S9 | Start | strong |
| Friis formulas for noise | S6 | S6 near | |
| Fringe science | S2 | Start | strong |
| Frink ideal | S1,S6 | Start | strong |
| Frisch–Waugh–Lovell theorem | S1,S2,S4,S5,S6,S8,S9 | B | strong |
| Frithiof Nevanlinna | S1,S9 | Stub | strong |
| Frits Beukers | S1,S9 | Stub | strong |
| Fritz Bützberger | S1 | Start | strong |
| Fritz Carlson | S1,S8,S9 | Start | strong |
| Fritz Gassmann | S1 | Start | strong |
| Fritz Joachim Weyl | S1 | Start | strong |
| Fritz John conditions | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fritz Noether | S1,S8,S9 | C | strong |
| Fritz Peter | S1,S8 | Stub | strong |
| Fritz Scheuren | S2,S8,S9 | Start | strong |
| Fritz Ursell | S1,S3,S8,S9 | C | strong |
| Frobenioid | S1,S5,S6,S8,S9 | Stub | strong |
| Frobenius algebra | S1,S4,S5,S6,S8,S9 | Start | strong |
| Frobenius category | S1,S5,S6,S8,S9 | Stub | strong |
| Frobenius characteristic map | S6,S8 | S6 near | |
| Frobenius covariant | S1,S6,S8,S9 | Start | strong |
| Frobenius determinant theorem | S1,S5,S6,S8,S9 | Stub | strong |
| Frobenius endomorphism | S1,S4,S5,S6,S8,S9 | Start | strong |
| Frobenius formula | S1,S5,S6,S8,S9 | Stub | strong |
| Frobenius group | S1,S4,S5,S6,S8 | C | strong |
| Frobenius inner product | S1,S5,S6,S8,S9 | Stub | strong |
| Frobenius manifold | S1,S5,S6,S8,S9 | Start | strong |
| Frobenius matrix | S1,S5,S6,S8,S9 | C | strong |
| Frobenius method | S1,S4,S5,S8,S9 | C | strong |
| Frobenius normal form | S1,S4,S5,S6,S8,S9 | C | strong |
| Frobenius pseudoprime | S1,S5,S6,S8 | Start | strong |
| Frobenius reciprocity | S1,S4,S5,S6,S8,S9 | Start | strong |
| Frobenius solution to the hypergeometric equation | S1,S6,S8 | Start | strong |
| Frobenius splitting | S1,S6,S8,S9 | Stub | strong |
| Frobenius theorem (differential topology) | S1,S4,S5,S6,S8,S9 | C | strong |
| Frobenius theorem (real division algebras) | S1,S4,S5,S6,S8,S9 | Start | strong |
| Frobenius's theorem (group theory) | S1,S5,S6,S8,S9 | Start | strong |
| Frobenius–Schur indicator | S1,S5,S6,S8 | Start | strong |
| FROG | S2,S5 | Start | strong |
| From Summetria to Symmetry: The Making of a Revolutionary Scientific Concept | S1,S6 | strong | |
| From Zero to Infinity | S1,S6 | C | strong |
| Frontal solver | S1,S6,S8,S9 | Stub | strong |
| FrontierMath | S1,S6 | Stub | strong |
| FROSTBURG | S2 | Stub | strong |
| Frostman lemma | S1,S4,S6,S8,S9 | Stub | strong |
| Froude number | S3,S4,S5,S9 | C | strong |
| Frucht graph | S1,S5,S6,S8 | Start | strong |
| Frucht's theorem | S1,S5,S6,S8,S9 | C | strong |
| Frugal number | S1,S5,S6,S9 | Stub | strong |
| Frullani integral | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Frustum | S1,S5,S8,S9 | C | strong |
| Fréchet algebra | S1,S4,S5,S6,S9 | Start | strong |
| Fréchet derivative | S1,S4,S5,S6,S8 | C | strong |
| Fréchet distance | S1,S5,S6,S9 | B | strong |
| Fréchet distribution | S2,S5,S9 | C | strong |
| Fréchet filter | S1,S5,S6,S9 | Start | strong |
| Fréchet inception distance | S1,S3 | C | strong |
| Fréchet inequalities | S1,S5,S6,S8,S9 | C | strong |
| Fréchet lattice | S1,S6,S8,S9 | Stub | strong |
| Fréchet manifold | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Fréchet mean | S1,S2,S4,S5,S6 | Start | strong |
| Fréchet space | S1,S4,S5,S6,S8,S9 | C | strong |
| Fréchet–Kolmogorov theorem | S1,S5,S6 | Start | strong |
| Fréchet–Urysohn space | S1,S4,S5,S6,S8,S9 | C | strong |
| Frédéric Hélein | S1,S5,S8,S9 | Stub | strong |
| Frédéric Marty | S1,S8 | Stub | strong |
| Frédérique Oggier | S1,S8 | Stub | strong |
| Frénicle standard form | S1,S5,S6,S8 | Start | strong |
| Fröberg conjecture | S1,S5,S6,S8 | Stub | strong |
| Frölicher space | S1,S4,S5,S6,S9 | Stub | strong |
| Frölicher–Nijenhuis bracket | S1,S4,S5,S6,S9 | Start | strong |
| FTCS scheme | S1,S3,S4,S5,S6,S8,S9 | Start | strong |
| Fubini | S4 | strong | |
| Fubini's nightmare | S1,S6 | Start | strong |
| Fubini's theorem | S1,S4,S5,S6,S8,S9 | C | strong |
| Fubini's theorem on differentiation | S1,S5,S6,S8 | Start | strong |
| Fubini–Study metric | S1,S3,S5,S6,S8,S9 | B | strong |
| Fuchs's theorem | S1,S5,S6,S8,S9 | Stub | strong |
| Fuchsian group | S1,S3,S4,S5,S6,S8,S9 | C | strong |
| Fuchsian model | S1,S5,S9 | Start | strong |
| Fuchsian theory | S1,S4,S5,S6,S9 | C | strong |
| Fuensanta Aroca | S1 | Start | strong |
| Fueter–Pólya theorem | S1,S5,S6 | Start | strong |
| Fugit | S1,S6 | Start | strong |
| Fuglede's conjecture | S5,S6,S8,S9 | S6 near | |
| Fuglede's theorem | S1,S5,S6,S8,S9 | Start | strong |
| Fuglede−Kadison determinant | S1,S5,S9 | Start | strong |
| Fugue (hash function) | S2,S9 | Stub | strong |
| Fuhrmann circle | S1,S5,S8 | Start | strong |
| Fuhrmann triangle | S1,S5,S8 | Start | strong |
| Fujiki class C | S1,S4,S5,S6 | Start | strong |
| Fujisaki–Okamoto transformation | S1,S2,S3,S6 | C | strong |
| Fujita conjecture | S1,S5,S6,S8,S9 | Stub | strong |
| Fujita Sadasuke | S1 | Stub | strong |
| Fujita–Storm equation | S1,S8 | Stub | strong |
| Fukaya category | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Fulkerson Prize | S6,S8,S9 | S6 near | |
| Fulkerson–Chen–Anstee theorem | S1,S5,S6,S9 | Start | strong |
| Full and faithful functors | S1,S4,S5,S6,S8 | Start | strong |
| Full Domain Hash | S2,S6 | Stub | strong |
| Full entropy | S2,S6 | Stub | strong |
| Full reptend prime | S1,S5,S6,S8,S9 | Start | strong |
| Full state feedback | S3,S4,S6 | Start | strong |
| Full-employment theorem | S3,S5,S6,S8 | Stub | S6 near |
| Fullerene | S4,S8 | strong | |
| Fully irreducible automorphism | S1,S6,S9 | Start | strong |
| Fully polynomial-time approximation scheme | S1,S3,S5,S6 | C | strong |
| Fulton–Hansen connectedness theorem | S1,S5,S6,S8,S9 | Stub | strong |
| Fulton–MacPherson compactification | S1,S6,S8 | Stub | strong |
| Fumiko Futamura | S1,S9 | Start | strong |
| Function (mathematics) | S1,S4,S5,S6,S8,S9 | C | strong |
| Function and Concept | S2,S9 | Stub | strong |
| Function application | S1,S3,S5,S6,S8,S9 | Stub | strong |
| Function approximation | S1,S2,S4,S6,S9 | Stub | strong |
| Function composition | S1,S4,S5,S6,S8,S9 | C | strong |
| Function field (scheme theory) | S1,S6,S8 | Start | strong |
| Function field of an algebraic variety | S1,S4,S6,S8,S9 | Start | strong |
| Function field sieve | S1,S6 | Start | strong |
| Function of a real variable | S1,S5,S6,S8,S9 | C | strong |
| Function of several complex variables | S1,S4,S5,S6,S8,S9 | B | strong |
| Function of several real variables | S1,S4,S6,S8,S9 | C | strong |
| Function problem | S1,S3,S6,S8,S9 | Stub | strong |
| Function series | S1,S4,S5,S6,S9 | Start | strong |
| Function space | S1,S4,S5,S6,S8,S9 | Start | strong |
| Function symbol | S1,S3,S6,S8 | Start | strong |
| Function type | S1,S3,S5,S6 | Start | strong |
| Functional (mathematics) | S1,S4,S5,S6,S8,S9 | C | strong |
| Functional additive model | S2 | Start | strong |
| Functional analysis | S1,S5,S6,S8,S9 | C | strong |
| Functional area | S2 | C | strong |
| Functional boxplot | S2 | Start | strong |
| Functional calculus | S1,S5,S6,S8,S9 | Start | strong |
| Functional completeness | S1,S2,S4,S6,S8,S9 | C | strong |
| Functional correlation | S1 | Start | strong |
| Functional data analysis | S1,S2,S4,S9 | Start | strong |
| Functional decomposition | S5,S6,S9 | S6 near | |
| Functional derivative | S1,S3,S5,S6,S8,S9 | Start | strong |
| Functional determinant | S1,S3,S4,S5,S6,S9 | C | strong |
| Functional differential equation | S1,S4,S6,S9 | C | strong |
| Functional encryption | S2,S6 | Stub | strong |
| Functional equation | S1,S4,S5,S6,S8,S9 | Start | strong |
| Functional equation (L-function) | S1,S5,S6,S8,S9 | Start | strong |
| Functional integration | S1,S3,S5,S6,S8,S9 | Start | strong |
| Functional principal component analysis | S2,S9 | Start | strong |
| Functional regression | S1,S6,S9 | C | strong |
| Functional response | S4 | strong | |
| Functional square root | S1,S4,S5,S6,S9 | Start | strong |
| Functional-theoretic algebra | S1,S6,S8 | Stub | strong |
| Functionally graded element | S1,S8 | Stub | strong |
| Functor | S1,S4,S5,S6,S8 | B | strong |
| Functor category | S1,S4,S5,S6,S8,S9 | Start | strong |
| Functor represented by a scheme | S1,S4,S6,S8 | Start | strong |
| Fundamenta Mathematicae | S1,S8,S9 | Start | strong |
| Fundamenta nova theoriae functionum ellipticarum | S6,S9 | S6 near | |
| Fundamental class | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fundamental domain | S1,S3,S4,S5,S6,S8,S9 | Start | strong |
| Fundamental ephemeris | S6 | S6 near | |
| Fundamental group | S1,S4,S5,S6,S8,S9 | B | strong |
| Fundamental group scheme | S1,S6,S9 | Start | strong |
| Fundamental groupoid | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fundamental lemma (Langlands program) | S1,S5,S6,S8,S9 | C | strong |
| Fundamental lemma of interpolation theory | S1,S6 | Start | strong |
| Fundamental lemma of sieve theory | S1,S5,S6,S8,S9 | B | strong |
| Fundamental lemma of the calculus of variations | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fundamental matrix (linear differential equation) | S1,S4,S5,S6,S9 | Stub | strong |
| Fundamental normality test | S1,S6 | Stub | strong |
| Fundamental pair of periods | S1,S6,S9 | Start | strong |
| Fundamental plane (spherical coordinates) | S6 | S6 near | |
| Fundamental polygon | S1,S6,S9 | Start | strong |
| Fundamental Principles of Official Statistics | S2 | C | strong |
| Fundamental representation | S1,S4,S5,S6,S8 | Start | strong |
| Fundamental sequence (set theory) | S1,S6,S9 | Start | strong |
| Fundamental solution | S1,S4,S5,S6,S9 | C | strong |
| Fundamental theorem of algebra | S1,S4,S5,S6,S8,S9 | B | strong |
| Fundamental theorem of algebraic K-theory | S1,S4,S5,S6,S8,S9 | C | strong |
| Fundamental theorem of arithmetic | S1,S4,S5,S6,S8,S9 | C | strong |
| Fundamental theorem of asset pricing | S4,S5,S6,S8,S9 | strong | |
| Fundamental theorem of calculus | S1,S4,S5,S6,S8,S9 | C | strong |
| Fundamental theorem of curves | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fundamental theorem of Galois theory | S1,S4,S5,S6,S8,S9 | C | strong |
| Fundamental theorem of Hilbert spaces | S1,S6,S8,S9 | Start | strong |
| Fundamental theorem of ideal theory in number fields | S1,S5,S6,S8 | Stub | strong |
| Fundamental theorem of linear programming | S1,S3,S4,S5,S6,S8 | Start | strong |
| Fundamental theorem of Riemannian geometry | S1,S4,S5,S6,S8,S9 | C | strong |
| Fundamental theorem of topos theory | S5,S6,S8 | S6 near | |
| Fundamental theorem on homomorphisms | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fundamental theorems of welfare economics | S4,S5,S6,S8,S9 | strong | |
| Fundamental thermodynamic relation | S3,S4,S5,S6,S9 | Start | strong |
| Fundamental unit (number theory) | S1,S5,S6,S9 | Stub | strong |
| Fundamental vector field | S1,S5,S6,S9 | Start | strong |
| Fundamentals of the Theory of Operator Algebras | S1,S9 | Start | strong |
| Fundamentum Astronomiae | S1,S6,S9 | Start | strong |
| Funk transform | S1,S4,S6,S9 | Start | strong |
| Funnel analysis | S2,S3 | C | strong |
| Funnel plot | S2 | Stub | strong |
| Furio Honsell | S1 | Start | strong |
| Furstenberg boundary | S1,S6,S9 | Start | strong |
| Furstenberg's proof of the infinitude of primes | S1,S5,S6,S8,S9 | Start | strong |
| Further Mathematics | S1,S6,S9 | Start | strong |
| Furuta pendulum | S3,S4,S6 | C | strong |
| Fusiform | S1,S6 | Stub | strong |
| Fusion category | S1,S4,S5,S6,S9 | Stub | strong |
| Fusion frame | S1,S6 | Start | strong |
| Fuss–Catalan number | S1,S6,S8,S9 | Start | strong |
| Futoshiki | S1,S5,S6,S9 | Stub | strong |
| Future of mathematics | S1,S6,S8,S9 | C | strong |
| Fuzzy associative matrix | S6,S9 | S6 near | |
| Fuzzy classification | S2,S6 | Start | strong |
| Fuzzy concept | S2,S6,S9 | Start | strong |
| Fuzzy control system | S2,S3,S6,S9 | C | strong |
| Fuzzy differential equation | S1,S6 | Start | strong |
| Fuzzy differential inclusion | S1,S6 | Start | strong |
| Fuzzy hashing | S2 | C | strong |
| Fuzzy logic | S1,S2,S5,S6,S8,S9 | C | strong |
| Fuzzy mathematics | S1,S5,S6,S8,S9 | C | strong |
| Fuzzy measure theory | S2,S4,S6,S8,S9 | Start | strong |
| Fuzzy relation | S1,S6 | Stub | strong |
| Fuzzy set | S1,S4,S5,S6,S8,S9 | Start | strong |
| Fuzzy set operations | S1,S6,S9 | Stub | strong |
| Fuzzy Sets and Systems | S1,S6,S9 | Stub | strong |
| Fuzzy sphere | S1,S5,S6 | Start | strong |
| Fuzzy subalgebra | S1,S6,S9 | Start | strong |
| Fyodor Gakhov | S1,S9 | Start | strong |
| Fyodor Shcherbatskoy | S2 | Start | strong |
| Fáry's theorem | S1,S5,S6,S8,S9 | Start | strong |
| Fáry–Milnor theorem | S1,S4,S5,S6,S8,S9 | Stub | strong |
| Fátima de Madrid | S1 | Start | strong |
| Félix Delastelle | S2 | Stub | strong |
| Félix Pollaczek | S1,S8,S9 | Stub | strong |
| Föppl–von Kármán equations | S4,S8,S9 | strong | |
| Følner sequence | S1,S4,S6,S9 | Stub | strong |
| Fσ set | S1,S4,S5,S6,S8,S9 | Stub | strong |