Includes bibliographical referecences.; Appendices 655-670p.; Index 671-676p.

R. Shankar’s Principles Of Quantum Mechanics deals with essential features of quantum mechanics. This second updated edition discusses mathematical concepts and provides a detailed analysis of time-reversal genesis invariance, path integrals, and more.

This book deals significantly with mathematical theories such as Newton and Hamilton’s mechanics and renders them easy for undergraduate students within the field. This work also deals with contemporary physics and advanced students will benefit from the references and various exercises that have been provided in each chapter.

Concepts like Dirac’s equation is stated simply so that readers of other disciplines can understand the nitty-gritty of mathematics and physics. The author does not take a conventional approach and provides an easy and conversational-style prose for explaining complex notions.

Quantum Mechanics is a branch of physics which deals with physical conditions which adhere to the order to the Planck constant. It is a departure from classical mechanics and is extensively about the quantum aspects of subatomic and atomic length scales. There is a lot of math integrated in analyzing particle and wave behavior and its interactions in energy and matter.

The book touches upon topics like macroscopic behaviors of energy and temperature. This discipline states that some physical quantities can be altered over time but not in an obvious manner. The author tries to explain the subtleties of these physiological aspects in this book, so that students are able to discern the bigger picture of quantum mechanics.

From mathematical formulations to wave functions, this book has it all. The author deals with the physical properties and functions of a particle and the complex linear functions related to the bra-ket notations.