Источник / закреплённая редакция

Perelman's Ricci flow with surgery on three-manifolds (2003), as reported in the Clay Mathematics Institute press release of March 18, 2010

Источник пакета perelman.surgery_2003 · https://www.claymath.org/wp-content/uploads/2022/06/Poincare-press-release.pdf#perelman-surgery

work
urn:doctrine:math:perelman-surgery-2003#SURGERY_EXPOSITION
номер
https://www.claymath.org/wp-content/uploads/2022/06/Poincare-press-release.pdf#perelman-surgery
вид
urn:doctrine:math:perelman-surgery-2003#treatise

SURGERY_EXPOSITION_EDITION

edition
urn:doctrine:math:perelman-surgery-2003#SURGERY_EXPOSITION_EDITION
язык
en
официальность
unofficial
материализация
PINNED_UNOFFICIAL_COPY
жизненный цикл
—

Публикации

URIТипdocumentHashПолучено
https://www.claymath.org/wp-content/uploads/2022/06/Poincare-press-release.pdftext/plain; charset=utf-8sha256:35f5b98fa32c8c7a7a7254fa1392f03b936564901c7227afecbc96e4697e83692026-09-17T00:00:00Z

Фрагменты — 3

singularity-classification · lemma · на него ссылаются: 1

en · official · sha256:58b0525340a0a4a84c188621d08fe1185462593162edf553d1f8b40e3151fba2EN

There were just a few kinds, and one could write down simple models of their formation. This was a breakthrough of first importance.

Ссылаются нормы: PerelmanSurgeryProof

surgery-procedure · lemma · на него ссылаются: 3

en · official · sha256:20207ad1ad6f0c47a74dd811da16e8e7b74789eba8adfee3cdc8e7432859d819EN

Once the simple models of singularities were understood, it was clear how to cut out the parts of the shape near them as to continue the Ricci flow past the times at which they would otherwise form.

Ссылаются нормы: PerelmanSurgeryClaim, PerelmanSurgerySource, surgery-proves-claim

ref-p2 · defn

en · official · sha256:6c209c26142905d0967be7287776075efd25a305b1fa4c79bf101e1d2965a90cEN

[P2] G. Perelman, Ricci flow with surgery on three-manifolds, arXiv.org, March 10, 2003

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