Math 2.0

Inventory rows ER

The cards of the rows of the inventory whose ids start with ER. A card gives the mentions of the item in the sources, and the node of the item when math2 has one.

spin ER40CSZ58Z

URIm2://inv/ER40CSZ58Z
Kinddefinition
Layertextbook
Sources1
Outcomeopen
NodeNone yet. Write the node.

Mentions

History

  • 2026-10-26: add by m2/dev

Gosper curve ER40MHWQKK

URIm2://inv/ER40MHWQKK
Kindunknown
Layertextbook
Sources1
Outcomeopen
NodeNone yet. Write the node.

Mentions

History

  • 2026-10-26: add by m2/dev

straightedge ER4G2N5S6C

URIm2://inv/ER4G2N5S6C
Kindunknown
Layertextbook
Sources1
Outcomeopen
NodeNone yet. Write the node.

Mentions

History

  • 2026-10-26: add by m2/dev

transfer function ER61SEXGFN

URIm2://inv/ER61SEXGFN
Kindunknown
Layertextbook
Sources1
Outcomeopen
NodeNone yet. Write the node.

Mentions

History

  • 2026-10-26: add by m2/dev

inversive geometry ER6EGJ38DQ

URIm2://inv/ER6EGJ38DQ
Kindunknown
Layertextbook
Sources1
Outcomeopen
NodeNone yet. Write the node.

Mentions

History

  • 2026-10-26: add by m2/dev

hole argument ER71ES2QQY

URIm2://inv/ER71ES2QQY
Kindunknown
Layertextbook
Sources1
Outcomeopen
NodeNone yet. Write the node.

Mentions

History

  • 2026-10-26: add by m2/dev

Dirac comb ERF8K72MBA

URIm2://inv/ERF8K72MBA
Kindconcept
Layertextbook
Sources1
Outcomeopen
NodeNone yet. Write the node.

Mentions

History

  • 2026-10-26: add by m2/dev

principal value ERGSNTZE00

URIm2://inv/ERGSNTZE00
Kindunknown
Layertextbook
Sources1
Outcomeopen
NodePrincipal branch 017BPGVEE8

Mentions

History

  • 2026-10-26: add by m2/dev

Neville's algorithm ERH40C2YT2

URIm2://inv/ERH40C2YT2
Kindunknown
Layertextbook
Sources1
Outcomeopen
NodeNone yet. Write the node.

Mentions

History

  • 2026-10-26: add by m2/dev

fundamental sequences ERHDS3SBDE

URIm2://inv/ERHDS3SBDE
Kindunknown
Layertextbook
Sources1
Outcomeopen
NodeNone yet. Write the node.

Mentions

  • mathlib_overview: mathlib_overview Logic and computation > Set theory > Ordinals > fundamental sequences, fundamental sequences (unknown). Also Mathlib Ordinal.IsFundamentalSeq

History

  • 2026-10-26: add by m2/dev

Vandermonde's identity ERKZWVJC01

URIm2://inv/ERKZWVJC01
Kindconcept
Layertextbook
Sources1
Outcomeopen
NodeVandermonde's identity 01JADB9VW5

Mentions

History

  • 2026-10-26: add by m2/dev