41 Approximations and expansions
| Name | Tag | Kind | MSC |
|---|---|---|---|
| Taylor's theorem with the Cauchy remainder | 005Q84BMAD | statement | 41A80 |
| Asymptotic equivalence | 00SB5EA3VW | definition | 41A60 |
| Little o notation | 00T5EPFQB9 | concept | 41A60 |
| Taylor series | 0225QPWRRE | definition | 41A58 |
| Taylor's theorem with the Peano remainder | 03AJHX431A | statement | 41A58 |
| Taylor's theorem | 03QHBVW4TT | statement | 41A58 |
| Maclaurin series | 043SJ5RF59 | definition | 41A58 |
| Little o notation | 04TSHB9H8D | definition | 41A60 |
| Bernstein polynomial | 0C4VWBFY73 | definition | 41A10 |
| Taylor's theorem with the Lagrange remainder | 0H5ZAZCX2T | statement | 41A80 |
| Taylor polynomial | 0HFSFVMWQB | definition | 41A58 |
| Weierstrass approximation theorem | 0JQE130DHW | statement | 41A10 |
| Bernstein polynomial | 0JT92VK307 | concept | 41A10 |
| Maclaurin series | 0K7P6PR838 | concept | 41A58 |
| Stirling's formula | 0KC0F51T6A | statement | 41A60, 05A10 |
| Asymptotic equivalence | 0QR92XBV6H | concept | 41A60 |
| Big O notation | 0RYTGBJAGN | definition | 41A60 |
| Big O notation | 0TGV80E6A4 | concept | 41A60 |
| Taylor's theorem with the integral remainder | 0WJGR81HBD | statement | 41A80 |
| Taylor series | 0Z49YH6ZWY | concept | 41A58 |
| Taylor polynomial | 0ZZ4RHTR9X | concept | 41A58 |