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Algebraic topology / Smith normal form / Simplicial homology / Homology / Spectral sequence / Chain complex / Simplicial complex / Simplex / Gaussian elimination / Algebra / Mathematics / Topology


Computing Persistent Homology ∗ Afra Zomorodian
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Document Date: 2015-02-12 20:18:44


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City

Springer Verlag / River / Springer / New York / Reading / Brooklyn / /

Company

Dell / M. / G ROMOV / Ck of K / Bjk / Red Hat / John Wiley & Sons Inc. / Zk / M. Hyperbolic / Bk / Ck / /

Country

United States / /

Currency

USD / /

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Event

Reorganization / /

Facility

University of Illinois / We store / University of Chicago / Prentice Hall / /

IndustryTerm

boundary / boundary groups / persistent homology / persistence software processes persistence complexes / kth chain / persistent / boundary operators / boundary operator / reduction algorithm / cycle / data acquisition systems / kth homology / natural algorithm / homology / chain groups / normal form algorithms / inductive systems / classic reduction algorithm / persistence algorithm / /

OperatingSystem

Red Hat Linux / GNU / /

Organization

National Science Foundation / Laboratory for Astrophysics and Space Research / Stanford University Stanford / University of Illinois / the University of Chicago / /

Person

John Harer / Herbert Edelsbrunner / S ILVA / V / Anne Collins / W ELKER / V / Leo Guibas / Milena Micono / Andrea Malagoli / Afra Zomorodian Gunnar Carlsson / /

Position

first author / second author / design and analysis General / GNU MP / /

Product

Pentax K-x Digital Camera / Munkres / Linux / Morse / /

ProgrammingLanguage

K / /

ProvinceOrState

New Jersey / Illinois / New York / Massachusetts / /

Technology

natural algorithm / RAM / pairing algorithm / Linux / The algorithm / reduction algorithm / previous algorithm / persistence algorithm / classic reduction algorithm / 4.2 Algorithm / field algorithm / normal form algorithms / 6.2 Data Our algorithm / /

URL

http /

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