Triangulation (topology)
In mathematics, topology generalizes the notion of triangulation in a natural way as follows: A triangulation of a topological space X is a simplicial complex K, homeomorphic to X, together with a homeomorphism h: K → X. Triangulation is useful in determining the properties of a topological space. For example, one can compute homology and cohomology groups of a triangulated space using simplicial homology and cohomology theories instead of more complicated homology and cohomology theories.
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Triangulation (topology)
In mathematics, topology generalizes the notion of triangulation in a natural way as follows: A triangulation of a topological space X is a simplicial complex K, homeomorphic to X, together with a homeomorphism h: K → X. Triangulation is useful in determining the properties of a topological space. For example, one can compute homology and cohomology groups of a triangulated space using simplicial homology and cohomology theories instead of more complicated homology and cohomology theories.
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In der Topologie, einem Teilge ...... nsionale Verallgemeinerungen).
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In mathematics, topology gener ...... ology and cohomology theories.
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Na matemática, a topologia gen ...... cohomologia mais complicadas.
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In der Topologie, einem Teilge ...... nsionale Verallgemeinerungen).
@de
In mathematics, topology gener ...... ology and cohomology theories.
@en
Na matemática, a topologia gen ...... cohomologia mais complicadas.
@pt
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Triangulation (topology)
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Triangulação (topologia)
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Triangulierung (Topologie)
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