Topology: Difference between revisions
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'''Topology''' is a field of [[mathematics]] that can be considered an extension to [[geometry]]: It involves the study of space and its structure. | '''Topology''' is a field of [[mathematics]] that can be considered an extension to [[geometry]]: It involves the study of space and its structure. The word "topology" also denotes a [[topological space]], a specific kind of mathematical construct that satisfies certain axioms. Topology is often considered one of the cornerstones of pure mathematics. | ||
==Important Concepts== | |||
*[[Homeomorphism]] | |||
*[[Diffeomorphism]] | |||
*[[Ambient isotopy]] | |||
*[[Manifold]] | |||
==See Also== | ==See Also== | ||
*[[Graph theory]] | *[[Graph theory]] | ||
*[[Geometry]] | |||
*[[Knot theory]] | |||
*[[Dynamical system]] | |||
*[[Klein bottle]] | |||
*[[Moebius strip]] | |||
*[[Fractal]] | |||
{{stub}} | {{stub}} | ||
[[Category:Topology]] | [[Category:Topology]] | ||
Latest revision as of 15:20, 18 May 2021
Topology is a field of mathematics that can be considered an extension to geometry: It involves the study of space and its structure. The word "topology" also denotes a topological space, a specific kind of mathematical construct that satisfies certain axioms. Topology is often considered one of the cornerstones of pure mathematics.
Important Concepts
See Also
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