Perturbation theory is an approximate method that enables the solution of a wide variety of problems in applied mathematics and has proved particularly useful in theoretical physics and chemistry. This volume collects into a single source the most effective techniques for applying perturbation theory in these fields.
Perturbation theory is an approximate method that enables the solution of a wide variety of problems in applied mathematics and has proved particularly useful in theoretical physics and chemistry. This volume collects into a single source the most effective techniques for applying perturbation theory in these fields.
Perturbation Theory in Quantum Mechanics. Perturbation Theory in The Coordinate Representation. Perturbation Theories without Wavefunction. Simple Atomic and Molecular Systems. Bounded Domains. Convergence of the Perturbation Series. Polynomial Approximations. Scattering States. Classical Mechanics. Maple Programs. Appendices.
Perturbation Theory in Quantum Mechanics. Perturbation Theory in The Coordinate Representation. Perturbation Theories without Wavefunction. Simple Atomic and Molecular Systems. Bounded Domains. Convergence of the Perturbation Series. Polynomial Approximations. Scattering States. Classical Mechanics. Maple Programs. Appendices.
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