Applications to Quantum Physics

Dr. Jay Prakash Verma Dr. Jay Prakash Verma, Dr. S. K. Prasad Dr. S. K. Prasad

This analysis of the survey paper by I. M. and A. M. Gel'fand. M. Yaglom was prepared on integration theory and implementations in the practical space in the problems of quantum physics since he thought that such an analysis would be interesting and beneficial for mathematical physicists employed in various fields.It starts with a description of the Wiener test, after which the complex test proposed by Feynman is broadened to provide descriptions of the application of these measures in quantum mechanics, quantum fields and quantum statistical physics. The article offers explanations of these measures.

Clive W. Kilmister

David B. Beard, G. B. Beard, Herman Erlichson

This introductory text emphasizes Feynman's development of path integrals and its application to wave theory for particles. Suitable for undergraduate and graduate students of physics, the well-written, clear, and rigorous text was written by two of the nation's leading authorities on quantum physics. A solid foundation in quantum mechanics and atomic physics is assumed. Early chapters provide background in the mathematical treatment and particular properties of ordinary wave motion that also apply to particle motion. The close relation of quantum theory to physical optics is stressed. Subsequent sections emphasize the physical consequences of a wave theory of material properties, and they offer extensive applications in atomic physics, nuclear physics, solid state physics, and diatomic molecules. Four helpful Appendixes supplement the text.

Jean‐Michel Gillet

Bridging the gap between traditional books on quantum and statistical physics, this series is an ideal introductory course for students who are looking for an alternative approach to the traditional academic treatment.This pedagogical approach relies heavily on scientific or technological applications from a wide range of fields. For every new concept introduced, an application is given to connect the theoretical results to a real-life situation. Each volume features in-text exercises and detailed solutions, with easy-to-understand applications.This first volume sets the scene of a new physics. It explains where quantum mechanics come from, its connection to classical physics and why it was needed at the beginning of the twentieth century. It examines how very simple models can explain a variety of applications such as quantum wells, thermoluminescence dating, scanning tunnel microscopes, quantum cryptography, masers, and how fluorescence can unveil the past of art pieces.

Harry A. Mavromatis