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In differential topology, a mathematical d … In differential topology, a mathematical discipline, and more specifically in Morse theory, a gradient-like vector field is a generalization of gradient vector field. The primary motivation is as a technical tool in the construction of Morse functions, to show that one can construct a function whose critical points are at distinct levels. One first constructs a Morse function, then uses gradient-like vector fields to move around the critical points, yielding a different Morse function.ints, yielding a different Morse function.
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https://books.google.com/books%3Fid=TtKyqozvgIwC&pg=PA56 +
, http://hilbertthm90.wordpress.com/2009/09/25/gradient-like-vector-fields-exist/ +
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| rdfs:comment |
In differential topology, a mathematical d … In differential topology, a mathematical discipline, and more specifically in Morse theory, a gradient-like vector field is a generalization of gradient vector field. The primary motivation is as a technical tool in the construction of Morse functions, to show that one can construct a function whose critical points are at distinct levels. One first constructs a Morse function, then uses gradient-like vector fields to move around the critical points, yielding a different Morse function.ints, yielding a different Morse function.
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| rdfs:label |
Gradient-like vector field
|
