In mathematics, a **symplectomorphism** is an isomorphism in the category of symplectic manifolds.

Read more about Symplectomorphism: Formal Definition, Flows, The Group of (Hamiltonian) Symplectomorphisms, Comparison With Riemannian Geometry, Quantizations, Arnold Conjecture

### Other articles related to "symplectomorphism":

Canonical Quantization - Mathematical Quantization

... described by an element of a symplectic manifold with the time evolution given by the

... described by an element of a symplectic manifold with the time evolution given by the

**symplectomorphism**generated by a Hamiltonian function over the symplectic manifold ... With respect to such a unitary representation, a**symplectomorphism**in the classical theory would now deform to a (metaplectic) unitary transformation ... In particular, the time evolution**symplectomorphism**generated by the classical Hamiltonian deforms to a unitary transformation generated by the corresponding quantum Hamiltonian ...**Symplectomorphism**- Arnold Conjecture

... relates the minimum number of fixed points for a Hamiltonian

**symplectomorphism**ƒ on M, in case M is a closed manifold, to Morse theory ...

Symplectic Floer Homology

... to a symplectic manifold and a nondegenerate

... to a symplectic manifold and a nondegenerate

**symplectomorphism**of it ... If the**symplectomorphism**is Hamiltonian, the homology arises from studying the symplectic action functional on the (universal cover of the) free loop space of a symplectic manifold ... invariant under Hamiltonian isotopy of the**symplectomorphism**...Main Site Subjects

Related Subjects

Related Phrases

Related Words