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== Manifold Atlas: Editorial tool ==
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__NOTOC__
The purpose of this Wiki is to allow confidential communication between the editors of the manifold Atlas. The Wiki is password protected and only current Atlas editors as well as the Atlas administraitors have access to this Wiki.
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== Welcome to the Manifold Atlas Project<br>sponsored by the [http://www.hcm.uni-bonn.de Hausdorff Center for Mathematics] ==
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The [[Manifold Atlas:About|Manifold Atlas]] is an '''evolving''' and '''scientifically citable online resource''' for researchers and students interested in [[Manifold Atlas:Definition of “manifold”|manifolds]]. It contains '''four chapters'''.
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* '''[[:Category:Manifolds|Manifolds]]:''' pages about '''constructions''' of manifolds and the '''invariants''' and '''properties''' of these manifolds.
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* '''[[:Category:Problems|Problems]]:''' pages listing '''open questions''' about manifolds, their status and history.
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* '''[[:Category:Theory|Theory]]:''' pages summarising useful '''general facts''' and '''theories''' about manifolds.
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* '''[[:Category:History & Philosophy|History & Philosophy]]:''' pages about the '''history''' and the '''philosophy''' of the study of manifolds.
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You will find the articles listed alphabetically by clicking each chapter heading.
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A '''[[Special:Search|full text search]]''' is available: a quick version lies in the box to the left of screen.
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[[Manifold Atlas:Evolving pages and static pages#Static pages|'''Static pages''']] in the Atlas have been [[Manifold Atlas:Editorial Policy#Editorial processes|'''refereed''']] and approved by the [[Manifold Atlas:Editorial Board|'''editorial board''']].
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<!--== Search the Manifold Atlas ==
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* You will find the articles listed alphabetically by clicking each chapter.
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* A '''[[Special:Search|full text search]]''' is available: a quick version lies in the box to the left of screen. -->
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== General information ==
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* The Manifold Atlas is hosted by the [http://www.hausdorff-research-institute.uni-bonn.de/index Hausdorff Institute for Mathematics].
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* As of September and October 2009 the Atlas is [[Manifold Atlas:Diary#Forming the Editorial Board|'''forming its first editorial board''']].
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* For more information please read '''[[Manifold Atlas:About|about the Atlas]]''' or visit the [[Manifold Atlas:Diary|'''Atlas diary''']] or the [[Manifold Atlas:Community_Portal|'''Community portal''']].
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== Write in the Manifold Atlas ==
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* '''[[Manifold Atlas:Create_a_new open-edit page|Create a new open-editing page]]'''.
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* '''[[Manifold Atlas:Create_a_new author-based page|Create a new author-based page]]'''.
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* '''[[Manifold Atlas:Writing groups#Open-editing pages|Add to or edit ]]''' existing open-editing articles.
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* '''[[Manifold Atlas:User orientation#Writing_on_discussion_pages|Join the discussion]]''' about a page.
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'''[[Manifold Atlas:Author orientation|Author orientation]]''' gives information about writing in the atlas. '''[[Manifold Atlas:User orientation|User orientation]]''' gives information for registered users.
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The '''[[Manifold Atlas:Community Portal|community portal]]''' is a general discussion forum.
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You can either '''[[Manifold Atlas:Create_a_new page|create a new page]]''' and '''discuss''' or '''modify''' all articles by clicking on <b>'discussion'</b> or <b>'edit'</b> at the top of each page. Don't forget to [[Special:UserLogin|log in]]!
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The [[Manifold Atlas:Community Portal|Community Portal]] is a general discussion forum.
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Read the [[Manifold Atlas:Author information|author information]] for important information about writing articles in the Manifold Atlas.-->
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== Register for the Manifold Atlas ==
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Please '''[[Manifold Atlas:Registration|register]]''' with a verified email address in order to write and discuss in the Manifold Atlas.

Revision as of 01:47, 12 November 2009

Recent changes:

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

The Manifold Atlas is an evolving and scientifically citable 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 & Philosophy: pages about the history and the philosophy of the study of manifolds.

You will find the articles listed alphabetically by clicking each chapter heading.

A full text search is available: a quick version lies in the box to the left of screen.

Static pages in the Atlas have been refereed and approved by the editorial board.

2 General information

3 Write in the Manifold Atlas

Author orientation gives information about writing in the atlas. User orientation gives information for registered users.

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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