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* '''[[:Category:Theory|Theory]]:''' pages summarising useful '''general facts''' and '''theories''' about manifolds.
* '''[[:Category:Theory|Theory]]:''' pages summarising useful '''general facts''' and '''theories''' about manifolds.
* '''[[:Category:History|History]]:''' pages about the '''history''' of the study of manifolds.
* '''[[:Category:History|History]]:''' pages about the '''history''' of the study of manifolds.
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For more information please read '''[[Manifold Atlas:About|about the Manifold Atlas]]'''.
== Search the Manifold Atlas ==
== Search the Manifold Atlas ==
You will find the articles listed alphabetically by clicking each chapter. A '''[[Special:Search|full text search]]''' is available: a quick version lies in the box to the left of screen. For more information please read [[Manifold Atlas:About|about the Manifold Atlas]].
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You will find the articles listed alphabetically by clicking each chapter. A '''[[Special:Search|full text search]]''' is available: a quick version lies in the box to the left of screen.
== Write in the Manifold Atlas ==
== Write in the Manifold Atlas ==

Revision as of 18:13, 19 September 2009

Recent changes:

1 Welcome to the Manifold Atlas Project

The Manifold Atlas is an evolving and scientifically quotable online resource for researchers and students interested in manifolds. It contains four chapters.

  • Manifolds: pages about constructions of manifolds and the invariants and properties of these manifolds.
  • Problems: pages listing open questions about manifolds, their status and history.
  • Theory: pages summarising useful general facts and theories about manifolds.
  • History: pages about the history of the study of manifolds.

For more information please read about the Manifold Atlas.

2 Search the Manifold Atlas

You will find the articles listed alphabetically by clicking each chapter. A full text search is available: a quick version lies in the box to the left of screen.

3 Write in the Manifold Atlas

Orientation for authors gives information about writing in the atlas. The community portal is a general discussion forum.

4 Register for the Manifold Atlas

Please register with a verified email address in order to write and discuss in the Manifold Atlas.

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