ABSTRACT

Providing a unified account of nonrelativistic quantum mechanics, Fundamentals of Quantum Mechanics covers the principles and formalism of quantum mechanics and the development and application of general techniques for the solution of quantum mechanical problems. The author has done everything possible to make the math in this book accessible.The b

part - I|152 pages

Fundamentals and One–Dimensional Systems

chapter Chapter 1|28 pages

Historical Experiments and Theories

chapter Chapter 2|26 pages

Axiomatic Structure of Quantum Mechanics

chapter Chapter 3|22 pages

Observables and Superposition

chapter Chapter 4|22 pages

Time Development and Conservation Theorems

chapter Chapter 5|52 pages

Bound and Unbound States in One–Dimension

part - II|136 pages

Three–Dimensional Systems

chapter Chapter 6|14 pages

N–Particle Systems

chapter Chapter 7|12 pages

The Schrödinger Equation in Three–Dimensions

chapter Chapter 8|16 pages

Angular Momentum

chapter Chapter 9|34 pages

The Radial Equation for Free and Bound Particles

chapter Chapter 10|18 pages

Interaction of Electrons with Electromagnetic Field

chapter Chapter 11|22 pages

Matrix Representations

chapter Chapter 12|18 pages

Spin and the Addition of Angular Momenta

part - III|121 pages

Approximation Methods and Scattering Theory

chapter Chapter 13|14 pages

Time—Independent Perturbation Theory

chapter Chapter 14|8 pages

The Variational Method

chapter Chapter 15|12 pages

The WKB Approximation

chapter Chapter 16|16 pages

Time—Dependent Perturbation Theory

chapter Chapter 17|12 pages

The Adiabatic Approximation

chapter Chapter 18|12 pages

Path—Integration Method

chapter Chapter 19|42 pages

Scattering Theory