1 citations · 1 across the 4 of their papers we have counts for
5 papers · 1 filter
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…
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…
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…
Bigraded cochain complexes and Poisson cohomology
Andrés Pedroza, Eduardo Velasco-Barreras, Yury Vorobiev
We present an algebraic framework for the computation of low-degree cohomology of a class of bigraded complexes which arise in Poisson geometry around (pre)symplectic leaves. We al…
Seidel's Representation on the Hamiltonian Group of a Cartesian Product
Andres Pedroza
Let be a closed symplectic manifold and the group of Hamiltonian diffeomorphisms of . Then the Seidel homomorphism is a map from the fundamental…