Difference between revisions of "Differential topology"
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(New page: Differential topology is a branch of topology focusing on smooth (differentiable) manifolds. In differential topology, mathematicians study nonmetrical aspects of manifolds. In con...) |
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| − | Differential topology is a branch of [[topology]] focusing on smooth (differentiable) manifolds. In differential topology, mathematicians study nonmetrical aspects of manifolds. | + | '''Differential topology''' is a branch of [[topology]] focusing on smooth (differentiable) manifolds. In differential topology, mathematicians study nonmetrical aspects of manifolds. |
In contrast, [[differential geometry]] focuses on metrical aspects of manifolds. | In contrast, [[differential geometry]] focuses on metrical aspects of manifolds. | ||
[[category:mathematics]] | [[category:mathematics]] | ||
[[category:topology]] | [[category:topology]] | ||
Revision as of 19:41, October 4, 2007
Differential topology is a branch of topology focusing on smooth (differentiable) manifolds. In differential topology, mathematicians study nonmetrical aspects of manifolds.
In contrast, differential geometry focuses on metrical aspects of manifolds.