Persistence diagrams of finite topological spaces RAF0BFY3Z3

URI	`m2://res/RAF0BFY3Z3`
Kind	preprint
Creators	Akhilesh Badra, Hemant Kumar Singh
Date	2026-10-12
MSC	55-XX
Subjects	arxiv math.AT
Scope	in

Expressions

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

Item	Kind	Where	Source
1QXKWD836M	statement	lemma 6.6	arxiv
2P8MSN7BMR	example	example 4.5	arxiv
2SSCQMN5CS	example	example 3.1	arxiv
34FT7K4XV1	statement	theorem 4.4	arxiv
4SPTPST6ZR	statement	lemma 6.5	arxiv
6QDZMH2JCW	definition	definition 2.2	arxiv
7BFJTW9VS6	statement	theorem 4.7	arxiv
7NA1123V2Z	statement	theorem 5.6	arxiv
8QQ5VKRBW6	statement	theorem 5.5	arxiv
A9EDYB0K0Z	statement	corollary 4.8	arxiv
BQGSWKFD7M	example	example 5.2	arxiv
C90G4SJ4Z6	statement	theorem 5.10	arxiv
FTPSAZMQFH	definition	definition 2.1	arxiv
H40M8BCDDB	statement	theorem 6.2	arxiv
HMX1FW5ERA	definition	definition 2.3	arxiv
HYCTHNY20P	statement	theorem 6.7	arxiv
HYQKA63M9Q	definition	definition 6.1	arxiv
Stability Theorem For Filtrations	statement	proposition 2.4	arxiv
KRN99WTSJC	definition	definition 2.6	arxiv
N1RAN8J92M	statement	theorem 4.6	arxiv
PSMA9K66VS	statement	theorem 4.1	arxiv
R47SDJ7P3E	example	example 5.1	arxiv
R71Y4K72Y0	definition	definition 2.5	arxiv
RGCD5GXT27	statement	corollary 5.8	arxiv
SQHC3G3WJA	statement	corollary 5.11	arxiv
Bottleneck Stability	statement	theorem 7.1	arxiv
TGD7E5H4P5	statement	corollary 4.2	arxiv
ZB4D2NH57J	statement	theorem 6.3	arxiv
ZQEQK2M2CB	statement	theorem 5.9	arxiv
ZVCRXRNY98	statement	corollary 5.7	arxiv