Source / pinned edition
Perelman's entropy formula for the Ricci flow (2002), as reported in the Clay Mathematics Institute press release of March 18, 2010
Source of package perelman.entropy_2002 · https://www.claymath.org/wp-content/uploads/2022/06/Poincare-press-release.pdf#perelman-entropy
- work
- urn:doctrine:math:perelman-entropy-2002#ENTROPY_EXPOSITION
- number
- https://www.claymath.org/wp-content/uploads/2022/06/Poincare-press-release.pdf#perelman-entropy
- kind
- urn:doctrine:math:perelman-entropy-2002#treatise
ENTROPY_EXPOSITION_EDITION
- edition
- urn:doctrine:math:perelman-entropy-2002#ENTROPY_EXPOSITION_EDITION
- language
- en
- officiality
- unofficial
- materialisation
- PINNED_UNOFFICIAL_COPY
- life cycle
- —
Publications
| URI | Type | documentHash | Retrieved |
|---|---|---|---|
| https://www.claymath.org/wp-content/uploads/2022/06/Poincare-press-release.pdf | text/plain; charset=utf-8 | sha256:2338bc10bdebb1ca4b7d9594e8fd88d48f3e42c405fc4f07305688737c7ad924 | 2026-09-17T00:00:00Z |
Fragments — 2
perelman-entropy · lemma · referenced by: 4
en · official · sha256:f09b8e8359ba51b81d8b062f06c6b260ee61a3a8ab5977d21f4860ea03756bfa
He introduced a new quantity, the entropy, which instead of measuring disorder at the atomic level, as in the classical theory of heat exchange, measures disorder in the global geometry of the space.Referencing norms: PerelmanEntropyClaim, PerelmanEntropyProof, PerelmanEntropySource, entropy-proves-claim
ref-p1 · defn
en · official · sha256:18d01c889e1564a477f5c9412dfd5c33ee8800325d1847704a163c549d28f83c
[P1] G. Perelman, The entropy formula for the Ricci flow and its geometric applications, arXiv.org, November 11, 2002The hash beside the text is the sha256 of its exact bytes. It is the check that the text shown matches the one pinned in the package: a divergence fails the oracle’s static analysis.