39 citations · 126 across the 27 of their papers we have counts for
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math.SG2005★ 4 cited
Symplectic configurations
Swiat Gal, Jarek Kedra
We define a class of symplectic fibrations called symplectic configurations. They are natural generalization of Hamiltonian fibrations. Their geometric and topological properties a…
math.AT2005★ 11 cited
Crossed flux homomorphisms and vanishing theorems for flux groups
J. Kedra, D. Kotschick, S. Morita
We study the flux homomorphism for closed forms of arbitrary degree, with special emphasis on volume forms and on symplectic forms. The volume flux group is an invariant of the und…
math.SG2005★ 1 cited
Fundamental group of Symp(M,w) with no circle action
Jarek Kedra
We show that the fundamental group of Symp(M,w) can be nontrivial for M that does not admit any symplectic circle action.