+Symplectic geometry is a branch of [Differential Geometry](/wiki/differential_geometry) that explores spaces equipped with a non-degenerate, anti-symmetric bilinear form – the symplectic form. This structure allows for a natural understanding of [Classical Mechanics](/wiki/classical_mechanics) and Hamiltonian systems, modeling phase space and preserving "volume."
+## See also
+- [Manifold](/wiki/manifold)
+- [Topology](/wiki/topology)
+- [Hamiltonian Mechanics](/wiki/hamiltonian_mechanics)
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