Oğul Esen, Michal Pavelka, Miroslav Grmela
Published 2016-07-07Version 1
Reversible part of evolution equations of physical systems is often generated by a Poisson bracket. We discuss geometric means of construction of Poisson brackets and their mutual coupling (direct, semidirect and matched-pair products) as well as projections of Poisson brackets to less detailed Poisson brackets. This way the Hamiltonian coupling between transport of mixtures and electrodynamics is elucidated.
Nonlinear representations for Poincare and Galilei algebras and nonlinear equations for electromagnetic fields
Hamilton Operator and the Semiclassical Limit for Scalar Particles in an Electromagnetic Field
Geometric factors in the Bohr--Rosenfeld analysis of the measurability of the electromagnetic field
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