Geometric perturbation theory and plasma physics
Description:
Modern differential geometric techniques are used to unify the physical asymptotics underlying mechanics, wave theory and statistical mechanics. The approach gives new insights into the structure of physical theories and is suited to the needs of modern large-scale computer simulation and symbol manipulation systems. A coordinate-free formulation of non-singular perturbation theory is given, from which a new Hamiltonian perturbation structure is derived and related to the unperturbed structure.…
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Date:
April 4, 1985
Creator:
Omohundro, S.M.
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Report
Partner:
UNT Libraries Government Documents Department