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Noun Concept

Categories: Smooth manifolds, Articles with short description, Symplectic geometry, Hamiltonian mechanics, Differential topology

symplectic manifold Homogeneous symplectic manifold Isotropic submanifold Lagrangian fibration Lagrangian map

In differential geometry, a subject of mathematics, a symplectic manifold is a smooth manifold, M {\displaystyle M}, equipped with a closed nondegenerate differential 2-form ω {\displaystyle \omega }, called the symplectic form. Wikipedia

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In differential geometry, a smooth manifold equipped with a closed, nondegenerate differential 2-form Wikidata

IS A

Poisson manifold

HAS KIND

symplectic vector space

Kähler manifold

Wikipedia

symplectic manifold

Wikidata

symplectic manifold

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Homogeneous symplectic manifold, Isotropic submanifold, Lagrangian fibration, Lagrangian map, Lagrangian mapping, Lagrangian submanifold, Liouville measure, Multisymplectic manifold, Polysymplectic manifold, special Lagrangian submanifold, Symplectic submanifold