Symplectic Geometry

Author: Tianjiang Shuo Website: https://cislunarspace.cn

Definition

A branch of differential geometry studying symplectic manifolds and their properties, forming the mathematical foundation of Hamiltonian mechanics.

Application Value

This concept is of significant importance in cislunar space research and technical applications, helping to deepen understanding of related physical mechanisms and engineering implementations.

References

• Meyer和Offin - 2017