Journal of Symplectic Geometry

The Journal of Symplectic Geometry is a new journal focusing on the impact of symplectic geometry in mathematics. Symplectic geometry has deep roots in mathematics going back to Huygens' study of optics and the Hamilton Jacobi formulation of mechanics.


Volume 10, Number 3

Publication Date: September 2012

Fukaya $A_\infty$-structures associated to Lefschetz fibrations. I

Paul Seidel; 325-388

Spin-quantization commutes with reduction

Paul-Emile Paradan; 389-422

$U$-action on perturbed Heegaard Floer homology

Zhongtao Wu; 423-445

Classification of $\mathbb{Q}$-trivial Bott manifolds

Suyoung Choi and Mikiya Masuda; 447-461

On the regularization of the Kepler problem

Gert Heckman and Tim de Laat; 463-473

A geometric refinement of a theorem of Chekanov

Françis Charette; 475-491

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