Symplectic Integrators for Hamiltonian Systems: Basic Theory
Symplectic Integrators for Hamiltonian Systems: Basic Theory is a scholarly work, published in 1992 in ''Symposium - International Astronomical Union''. The main subjects of the publication include Hamiltonian field theory, mathematical physics, superintegrable Hamiltonian system, applied mathematics, mathematical analysis, physics-informed neural networks, integrator, Variational integrator, Hamiltonian, Hamiltonian system, Hamiltonian mechanics, numerical method for ordinary differential equations, symplectic geometry, mathematics, symplectic manifold, symplectic integrator, and Modelica. Symplectic integrators are numerical integration methods for Hamiltonian systems, which conserves the symplectic 2-form exactly.