3 citations · 4 across the 12 of their papers we have counts for
14 papers
Generalization of Weinstein's Morphism
Andrés Pedroza
We introduce a generalization of Weinstein's morphism, defined on π_{2k-1}(Ham(M,ω)) for 1 < k \leq n, where (M,ω) is a 2n-dimensional symplectic manifold. Using this morphism, we…
Generalization of Weinstein's Morphism
Andrés Pedroza
We present a generalization of Weinstein's morphism defined on . We use this morphism to show that for the Lie group induces an e…
Hamiltonian loops on the symplectic blow up along a submanifold
Andrés Pedroza
We prove that the fundamental group of the group of Hamiltonian diffeomorphisms of the symplectic manifold that is obtain by blowing up a submanifold contains an element of infinit…
On the rank of
Isaac Hasse-Armengol, Andrés Pedroza
We show that for any positive integer there exists a closed symplectic -manifold , such that is a -dimensional real vector space an…
On the rank of
Andrés Pedroza
We show that for any positive integer there exists a closed symplectic -manifold, such that the rank of the fundamental group of the group of Hamiltonian diffeomorphisms is…
Lagrangian Floer homology on symplectic blow ups
Andrés Pedroza
We show how to compute the Lagrangian Floer homology in the one-point blow up of the proper transform of Lagrangians submanifolds, solely in terms of information of the base manifo…