Category:Manifolds

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<!--This '''main chapter''' of the manifold atlas contains pages detailing '''constructions''' and '''properties''' and '''invariants''' of particular manifolds or classes of manifolds. '''Classification theorems''' are presented when known. -->
<!--This '''main chapter''' of the manifold atlas contains pages detailing '''constructions''' and '''properties''' and '''invariants''' of particular manifolds or classes of manifolds. '''Classification theorems''' are presented when known. -->
This '''main chapter''' of the manifold atlas contains pages detailing '''constructions''' and '''examples''' of particular manifolds or classes of manifolds as well as their '''invariants'''. '''Classification theorems''' and other features of interest are presented when known.
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This '''main chapter''' of the manifold atlas contains pages detailing '''constructions''' and '''examples''' of particular manifolds or classes of manifolds as well as their '''invariants'''. When known, '''classification theorems''' and other features of interest are presented. The pages in this chapter have a [[Manifold Atlas:Structure of a Manifolds page|canonical structure]].
<!--These pages have a '''[[Manifold_Atlas:Structure_of_a_Manifolds_page|canonical structure]]'''. -->
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To create a new [[open-edit page]] in the Manifolds chapter, enter the title here:
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* To create a new [[Manifold Atlas:Writing groups#Open-editing pages|open-editing page]] in the Manifolds Chapter [[Manifold Atlas:Create a new open-editing page|click here]].
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To create a new [[author-based page]] in the Manifolds chapter, enter the title here:
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* To create a new [[Manifold Atlas:Editing protocols#Restricted-editing page|restricted-editing page]] in the Manifolds Chapter [[Manifold Atlas:Create a new restricted-editing page|click here]].
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<!--* To post a question about manifolds and read other questions [[Questions about manifolds|click here]].-->
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Revision as of 20:30, 12 March 2012

This main chapter of the manifold atlas contains pages detailing constructions and examples of particular manifolds or classes of manifolds as well as their invariants. When known, classification theorems and other features of interest are presented. The pages in this chapter have a canonical structure.

Subcategories

This category has the following 6 subcategories, out of 6 total.

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