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On the equivalence of exact Morse functions
1980A Morse function f on a closed manifold M assigning the level \(\lambda\) to every critical point of index \(\lambda\) is called exact (or nice minimal or precise or perfect) if the number of critical points of index \(\lambda\) equals \(p_{\lambda}+q_{\lambda}+q_{\lambda -1}\) where \(p_{\lambda}\) is the rank of the free part of \(H_{\lambda}(M ...
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The Relationship Between Lennard-Jones (12-6) and Morse Potential Functions
Zeitschrift Fur Naturforschung - Section A Journal of Physical Sciences, 2003Teik-Cheng Lim
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Perfect Discrete Morse Functions on 2-Complexes
Pattern Recognition Letters, 2012Rafael Ayala +1 more
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The Topology of Spaces of Morse Functions on Surfaces
Mathematical Notes, 2012Elena Kudryavtseva
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Special Framed Morse Functions on Surfaces
Moscow University Mathematics Bulletin, 2012Elena Kudryavtseva
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Strong Morse–Lyapunov Functions for Morse Decompositions of Attractors of Random Dynamical Systems
Stochastics and Dynamics, 2018Jintao Wang
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