Contents
Mathematical Preliminaries | 1 |
Foundations of Quantum Mechanics The Harmonic | 9 |
III | 77 |
Copyright | |
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algebra analytic angular momentum approximation Argand diagram background phase shift basis vectors beam calculate called channel Chapter classical Clebsch-Gordan coefficients consequence corresponding decay rate defined denote derived described discussed E₁ eigenstates eigenvalue eigenvectors elastic scattering electron energy levels energy operator energy values expectation value Figure finite follows fulfill given H₁ Hamiltonian harmonic oscillator helium helium atom hydrogen atom inelastic integral interaction internal quantum numbers Ith partial j₁ linear Lippman-Schwinger equation magnetic magnetic moment mathematical measurement molecule observable obtain P₁ partial cross section partial-wave amplitude particle phase shift physical system poles position projectile properties quantity quantum-mechanical quasistationary radial wave function real axis reduced matrix reduced matrix elements resonance energy rotator S-matrix scattering amplitude Schrödinger Schrödinger picture space of physical spectrum spin statistical operator subspace symmetric target theorem transition unitary wave function Win(t zero