Bounds on the Ogasa number for ordered continuations of Lyapunov graphs
Maria Alice Bertolim, K.de Rezende, M. Mello
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We present ordered continuations of an abstract Lyapunov semi-graph L and define the Ogasa number for ordered continuations of L. New proofs of results on the minimal number of singularities in a Lyapunov graph continuation in [3] and of the handle type decomposition theorem in [1] are provided....
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We present ordered continuations of an abstract Lyapunov semi-graph L and define the Ogasa number for ordered continuations of L. New proofs of results on the minimal number of singularities in a Lyapunov graph continuation in [3] and of the handle type decomposition theorem in [1] are provided. Using these results, we obtain lower and upper bounds for the Ogasa number for all possible ordered continuations of L. © 2013 Pushpa Publishing House
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Bounds on the Ogasa number for ordered continuations of Lyapunov graphs
Maria Alice Bertolim, K.de Rezende, M. Mello
Bounds on the Ogasa number for ordered continuations of Lyapunov graphs
Maria Alice Bertolim, K.de Rezende, M. Mello
Fontes
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JP journal of geometry and topology Vol. 13, no. 1 (2013), p. 41-91 |