000			01442nam a22001697a 4500
003			SGT
020			_a9788126533176
082			_a530.12,MER
100			_aMERZBACHER,EUGEN
245			_aQUANTUM MECHANICS
250			_a3RD
260			_aNEW DELHI _bWILEY INDIA _c2016
300			_a656
650			_aQUANTUM MECHANICS, PHYSICS
653			_aINTRODUCTION TO QUANTUM MECHANICS. •WAVE PACKETS, FREE PARTICLE MOTION AND THE WAVE EQUATION. • THE SCHRÖDINGER EQUATION, THE WAVE FUNCTION AND OPERATOR ALGEBRA. • THE PRINCIPLES OF WAVE MECHANICS. • THE LINEAR HARMONIC OSCILLATOR. • SECTIONALLY CONSTANT POTENTIALS IN ONE DIMENSION. • THE WKB APPROXIMATION. • VARIATIONAL METHODS AND SIMPLE PERTURBATION THEORY. • VECTOR SPACES IN QUANTUM MECHANICS. • EIGENVALUES AND EIGENVECTORS OF OPERATORS, THE UNCERTAINTY RELATIONS AND THE HARMONIC OSCILLATOR. • ANGULAR MOMENTUM IN QUANTUM MECHANICS. • SPHERICALLY SYMMETRIC POTENTIALS. • SCATTERING. • THE PRINCIPLES OF QUANTUM DYNAMICS. • THE QUANTUM DYNAMICS OF A PARTICLE. • THE SPIN. • ROTATIONS AND OTHER SYMMETRY OPERATIONS. • BOUND-STATE PERTURBATION THEORY. • TIME-DEPENDENT PERTURBATION THEORY. • THE FORMAL THEORY OF SCATTERING. • IDENTICAL PARTICLES. • APPLICATIONS TO MANY-BODY SYSTEMS. • PHOTONS AND THE ELECTROMAGNETIC FIELD. • RELATIVISTIC ELECTRON THEORY.
942			_2ddc _cFPS _02
999			_c9850 _d9850