Inventory: I
The rows of the inventory whose names start with I. The name of a row with a node links to the page of the node. The other names and each id link to the card of the row, with its mentions in the sources.
- Other 29490
- A 14276
- B 8378
- C 15607
- D 13617
- E 14772
- F 9322
- G 9280
- H 7946
- I 4245
- J 5846
- K 5471
- L 6535
- M 10449
- N 6691
- O 2386
- P 13732
- Q 4142
- R 9674
- S 15820
- T 11759
- U 2142
- V 4994
- W 5624
- X 3003
- Y 3402
- Z 3622
Rows 1601–1700 of 4245.
| Name | Id | Kind | Outcome | Sources |
|---|---|---|---|---|
| Induced graphs, subgraphs | MYDS9DCNA6 | definition | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.25188#ZCEO |
| Induced homomorphism | GFFEGM9DK9 | definition | open | Wikipedia Induced homomorphism, Wikidata Q17098095 |
| Induced impulse-to-energy norm | CJKF1DX60G | definition | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2610.21355#9GOP |
| Induced lifting | BK55S2Z5VR | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.21388#9SDP |
| Induced maps of relative homology | A3S93YBTT4 | statement | open | napkin tex/homology/excision.tex#lemma-2 |
| Induced Markov map | HKKWN9RTNX | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2411.17227#TCTI |
| induced metric | 2TKK25WCGS | definition | open | Wikidata Q3855711, nLab induced metric, Wikipedia Induced metric |
| Induced metric | 3XWGJTQW9R | definition | open | Wikipedia List of differential geometry topics#EOFU |
| Induced order topology | S3ATYD2EBA | unknown | open | Wikipedia Order topology#6TCF |
| Induced path | 3FQR623XKC | definition | open | Wikipedia List of NP-complete problems#HBAW |
| Induced path | VEPZ6T1PTW | definition | open | Wikipedia Induced path, Wikidata Q15704639 |
| Induced realisation of primitive ideals | H0V514SFJM | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.20230#N6FA |
| Induced representation | D2QSE210QD | definition | open | Wikidata Q3427423, MathWorld InducedRepresentation, nLab induced representation, Wikipedia Induced representation |
| Induced representation | QK02K3V6A1 | definition | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2610.13892#9X34 |
| Induced representation | ZSC0BXHQ6Q | definition | open | Wikipedia List of harmonic analysis topics#POOS |
| Induced sub-matrix | RMX1RVY34B | definition | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.30203#E4HN |
| Induced subgraph | 4KVZ4FY2NE | definition | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.20606#YYJH |
| induced subgraph | JEHAWTZXZJ | definition | node (a node has the same name as the row) | Wikidata Q24743362, MathWorld Vertex-InducedSubgraph, Wikipedia Induced subgraph |
| induced subgraph | QPZRW90WTH | concept | open | levin_dmoi index/5.1/induced-subgraph |
| Induced subgraph isomorphism problem | 9EGTZQ82Y0 | problem | open | Wikipedia Induced subgraph isomorphism problem, Wikidata Q6027240 |
| Induced subgraph isomorphism problem | WW186SAY0A | problem | open | Wikipedia List of NP-complete problems#ETI3 |
| induced topology | YZH7B69BTC | unknown | open | mathlib_overview Topology > General topology > induced topology, Mathlib TopologicalSpace.induced, mathlib_undergrad Topology > Topology and Metric Spaces > induced topology |
| induced torsors | MSQTAK9S8K | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2610.07508#V9U7 |
| Inductance | NSE8KWTGCR | definition | open | Wikipedia Inductance, Wikidata Q177897 |
| induction | 36XCQK32G2 | concept | open | levin_dmoi index/3.5/induction |
| Induction | 9SMFAS32MZ | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.21043#OF9D |
| induction | A157Y6RG86 | definition | open | Wikipedia Glossary of representation theory#WG5S |
| induction | EQD252MRBE | definition | open | Wikipedia Glossary of logic#0G7I |
| induction | Q0KQZ3A0RC | concept | open | levin_dmoi index/3.5.2/induction |
| Induction argument 1 | CQN24EEQ2Q | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.30957#38EA |
| Induction argument 2 | JY5CPEHFXZ | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.30957#5JSF |
| Induction argument 3 | RQGSE94GD7 | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.30957#9OYD |
| induction hypothesis | 7WF47BFGVP | definition | open | Wikidata Q54505027, ProofWiki Definition:Induction_Hypothesis |
| Induction hypothesis | AJSKYDZ0H8 | definition | open | Wikipedia List of mathematical abbreviations#AE8Y |
| Induction hypothesis | QYV19HRXG9 | unknown | open | Wikipedia Mathematical induction#7MBE |
| Induction on !!{formula}s | 4JGF8630B4 | definition | open | open_logic content/sets-functions-relations/inductive-defs-proofs/introduction.tex#defn-4 |
| Induction on $\Nat$ | VVBDQQWGB6 | definition | open | open_logic content/sets-functions-relations/inductive-defs-proofs/introduction.tex#defn-3 |
| induction on well-formed formulas | NWZWXN5J0J | definition | open | Wikipedia Glossary of logic#174Q |
| Induction Order | AR1C9N4WA7 | definition | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.26337#7F8Q |
| induction principle | 2ER0HRGFAY | concept | open | hott_book index/4.2.4/induction-principle |
| induction principle | QQMKBKMS75 | concept | open | hott_book index/8.1/induction-principle |
| induction principle | WARAZ1NYZT | concept | open | hott_book index/A.5/induction-principle |
| Induction principle | Z3WHJJFF3A | statement | open | Wikipedia Inductive type#HBBI |
| induction principle, for $\Sn^1$ | J4HKB8AS2J | concept | open | hott_book index/5.4/induction-principle-for-sn-1 |
| induction principle, for $\Sn^1$ | TG3EHWFCQF | concept | open | hott_book index/5.2/induction-principle-for-sn-1 |
| induction principle, for $\Sn^2$ | MGTBNC2N3H | concept | open | hott_book index/5.4/induction-principle-for-sn-2 |
| induction principle, for $\w$-types | G57R3F6TR8 | concept | open | hott_book index/8.3/induction-principle-for-w-types |
| induction principle, for a modality | RS70P25FNN | concept | open | hott_book index/6.7/induction-principle-for-a-modality |
| induction principle, for accessibility | N9YY7ZT518 | concept | open | hott_book index/C.3/induction-principle-for-accessibility |
| induction principle, for an inductive type | DQZM85AW2K | concept | open | hott_book index/8.6/induction-principle-for-an-inductive-type |
| induction principle, for Cauchy reals | JX1B53VSMB | concept | open | hott_book index/B.3.2/induction-principle-for-cauchy-reals |
| induction principle, for connected maps | S59C3FRYDC | concept | open | hott_book index/6.5/induction-principle-for-connected-maps |
| induction principle, for coproduct | AV276C07EB | concept | open | hott_book index/A.7/induction-principle-for-coproduct |
| induction principle, for cumulative hierarchy | YJWFY31213 | concept | open | hott_book index/C.5/induction-principle-for-cumulative-hierarchy |
| induction principle, for dependent pair type | QKQC0EXHQT | concept | open | hott_book index/A.6/induction-principle-for-dependent-pair-type |
| induction principle, for empty type | 87DE2AY5GG | concept | open | hott_book index/A.7/induction-principle-for-empty-type |
| induction principle, for equivalences | 1Q5QWWA7CY | concept | open | hott_book index/8.8/induction-principle-for-equivalences |
| induction principle, for homotopies | 18DJNHDSQC | concept | open | hott_book index/8.8/induction-principle-for-homotopies |
| induction principle, for identity type | 1W6JV1ZBBC | concept | open | hott_book index/A.12.1/induction-principle-for-identity-type |
| induction principle, for identity type | DHZA5156SY | concept | open | hott_book index/1/induction-principle-for-identity-type |
| induction principle, for identity type, based | 845EKXS1NH | concept | open | hott_book index/A.12.1/induction-principle-for-identity-type-based |
| induction principle, for integers | PH0EFJJFXN | concept | open | hott_book index/5.10/induction-principle-for-integers |
| induction principle, for interval type | N5YQ34RK54 | concept | open | hott_book index/5.3/induction-principle-for-interval-type |
| induction principle, for natural numbers | MCPENQBCPZ | concept | open | hott_book index/A.9/induction-principle-for-natural-numbers |
| induction principle, for product | MX3M3XKBFD | concept | open | hott_book index/A.5/induction-principle-for-product |
| induction principle, for surreal numbers | 4PAJZ0CSEG | concept | open | hott_book index/B.6/induction-principle-for-surreal-numbers |
| induction principle, for suspension | SZ8F8GEEDB | concept | open | hott_book index/5.5/induction-principle-for-suspension |
| induction principle, for torus | 19H1AFXV96 | concept | open | hott_book index/5.6/induction-principle-for-torus |
| induction principle, for truncation | 3RK3JQB91V | concept | open | hott_book index/5.9/induction-principle-for-truncation |
| induction principle, for truncation | HSV7R3BB1F | concept | open | hott_book index/9.11/induction-principle-for-truncation |
| induction principle, for truncation | XEDY1FCQE3 | concept | open | hott_book index/6.3/induction-principle-for-truncation |
| induction principle, for type of booleans | TQGZWXX9YX | concept | open | hott_book index/A.8/induction-principle-for-type-of-booleans |
| induction principle, for type of vectors | W2R0CS09QB | concept | open | hott_book index/8.7/induction-principle-for-type-of-vectors |
| Induction property | R31VD6JRKB | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2609.25111#75GY |
| Induction puzzles | KN7Q5PK92B | problem | open | Wikipedia Induction puzzles, Wikidata Q6027276 |
| Induction puzzles | XQ06TW3RFV | problem | open | Wikipedia List of algebraic coding theory topics#KKKJ |
| induction schema | NXVCYWY1T9 | definition | open | Wikipedia Glossary of logic#90AD |
| Induction theorems | KWAGG714TP | statement | open | Wikipedia Representation theory of finite groups#JOPS |
| Induction, bounding and least number principles | 3M46X7CHK6 | statement | open | Wikipedia Induction, bounding and least number principles, Wikidata Q106639366 |
| induction, principle of mathematical | 27NN9MG4EE | concept | open | applied_combinatorics index/3.6/induction-principle-of-mathematical |
| induction, principle of mathematical | 58RWS5PFP0 | concept | open | applied_combinatorics index/B.7/induction-principle-of-mathematical |
| induction, strong | 8NW6BW2JN9 | concept | open | applied_combinatorics index/3.9/induction-strong |
| induction, strong | X9E89GTR09 | concept | open | levin_dmoi index/3.5.4/induction-strong |
| Induction-induction | CCE1TPMY0D | definition | open | Wikipedia Induction-induction, Wikidata Q60790335 |
| Induction-recursion | C7DYB2AKYD | definition | open | Wikipedia Induction-recursion, Wikidata Q17092423 |
| induction>, double | 8TQS6VBJ8F | concept | open | levin_dmoi index/3.5/induction-double |
| inductive | 6SK74SZ1N1 | definition | open | Wikipedia Glossary of set theory#32ML |
| inductive | K4AS7TPABK | definition | open | Wikipedia Glossary of Principia Mathematica#PHJ3 |
| inductive | VJTTNW5YZT | definition | open | Wikipedia Glossary of graph theory#6M9C |
| inductive argument | CXMF6Y8F34 | definition | open | Wikipedia Glossary of logic#FFR4 |
| inductive dimension | 28R3F8SJA1 | definition | open | Wikidata Q841816, EoM Inductive_dimension, Wikipedia Inductive dimension |
| Inductive dimension | ZJZF1ST073 | definition | open | Wikipedia List of general topology topics#EXZP |
| Inductive fallacy | P095E0E0DA | definition | open | Wikipedia List of fallacies#L8LU |
| Inductive family | GFS7ZRJQQM | unknown | open | Wikipedia Intuitionistic type theory#PXQL |
| Inductive graphical extension | 457HE9DZ86 | statement | record (an item of a paper that no node asks for yet. The record keeps its edges in the record plane (corpus arxiv AX8.6)) | arXiv 2610.10790#MEZS |
| inductive hypothesis | 4CCJG4C3W9 | concept | open | levin_dmoi index/3.5.2/inductive-hypothesis |
| inductive hypothesis | 7J5MTC8VT1 | concept | open | applied_combinatorics index/3.8/inductive-hypothesis |
| Inductive inference | PJ9A3X083M | definition | open | Wikipedia List of statistics articles#8RMS |
| inductive limit | D3641Y8NZF | definition | open | Wikipedia Glossary of category theory#SGP4 |
| Inductive logic programming | KMQ0JMBEW0 | definition | open | Wikipedia Inductive logic programming, Wikidata Q1464197 |