The Foundations of Quantum Theory discusses the correspondence between the classical and quantum theories through the Poisson bracket-commutator analogy. The book is organized into three parts encompassing 12 chapters that cover topics on one-and many-particle systems and relativistic quantum mechanics and field theory. The first part of the book discusses the developments that formed the basis for the old quantum theory and the use of classical mechanics to develop the theory of quantum mechanics. This part includes considerable chapters on the formal theory of quantum mechanics and the wave mechanics in one- and three-dimension, with an emphasis on Coulomb problem or the hydrogen atom. The second part deals with the interacting particles and noninteracting indistinguishable particles and the material covered is fundamental to almost all branches of physics. The third part presents the pertinent equations used to illustrate the relativistic quantum mechanics and quantum field theory. This book is of value to undergraduate physics students and to students who have background in mechanics, electricity and magnetism, and modern physics.I The Newtonian Form of Mechanics (Nonrelativistic) We will concern ourselves at this point with the description of the dynamics of a ... The solution is mathematically contained in the position vector r(t) which locates the particle at all times along its trajectory (Figure 2-1). ... 1 See, for example, K. R. Symon, a Mechanics, a 3rd.
|Title||:||The Foundations of Quantum Theory|
|Publisher||:||Elsevier - 2012-12-02|