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* '''[[:Category:Manifolds|Manifolds]]:''' with pages about '''constructions''' and '''examples''' of manifolds as well as their '''invariants''' and '''properties'''.
* '''[[:Category:Manifolds|Manifolds]]:''' with pages about '''constructions''' and '''examples''' of manifolds as well as their '''invariants''' and '''properties'''.
* '''[[:Category:Theory|Theory]]:''' with pages summarising useful '''general facts''' and '''theorems'''.
* '''[[:Category:Theory|Theory]]:''' with pages summarising useful '''general facts''' and '''theorems'''.
* '''[[:Category:Problems|Problems]]:''' with pages listing '''open questions''', their status and their history.
+
* '''[[:Category:Problems|Problems]]:''' with pages listing '''persistent and deep open questions''', their status and their history.
* '''[[:Category:History|History]]:''' with pages about the history of the study of manifolds.
* '''[[:Category:History|History]]:''' with pages about the history of the study of manifolds.
* '''[[:Category:Philosophy|Philosophy]]:''' with pages about the philosophy of the study of manifolds.
* '''[[:Category:Philosophy|Philosophy]]:''' with pages about the philosophy of the study of manifolds.

Revision as of 08:37, 11 March 2010

Recent changes:

1 Welcome to the Manifold Atlas Project
sponsored by the Hausdorff Center for Mathematics

The Manifold Atlas is a scientific wiki designed for researchers and students interested in manifolds. There are six chapters.

  • Manifolds: with pages about constructions and examples of manifolds as well as their invariants and properties.
  • Theory: with pages summarising useful general facts and theorems.
  • Problems: with pages listing persistent and deep open questions, their status and their history.
  • History: with pages about the history of the study of manifolds.
  • Philosophy: with pages about the philosophy of the study of manifolds.
  • Questions: with pages with questions and answers about any aspect of the study of manifolds.

You will find the pages listed alphabetically by clicking each chapter.

Evolving pages are the Atlas' work space: they offer a context for collaboratively organising and creating information about manifolds.

Static pages will be the journal articles of the Atlas: they will have been refereed and then finally approved by the editorial board.

2 General information

3 Using the Manifold Atlas

The page User orientation gives information for registered users.

The page Author orientation gives information about writing in the Atlas.

4 Registering for the Manifold Atlas

  • Please register with a verified email address in order to write and discuss in the Manifold Atlas.
  • To sign up for email up-dates about changes at the Atlas visit the Atlas Observer.
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