The basic paradoxes of statistical classical physics and quantum mechanics
by Oleg Kupervasser
Publisher: arXiv 2009
Number of pages: 180
The statistical classical mechanics and the quantum mechanics are two developed and well-known theories. Nevertheless, they contain a number of paradoxes. It forces many scientists to doubt internal consistency of these theories. However the given paradoxes can be resolved within the framework of the existing physics, without introduction of new laws.
Home page url
Download or read it online for free here:
by H. D. Zeh - arXiv
Introduction to the theory of decoherence. Contents: Phenomenon of decoherence: superpositions, superselection rules, decoherence by measurements; Observables as a derivable concept; Measurement problem; Density matrix, coarse graining, and events.
by Robert B. Griffiths - Cambridge University Press
This volume elucidates the consistent quantum theory approach to quantum mechanics at a level accessible to university students in physics, chemistry, mathematics, and computer science, making this an ideal supplement to standard textbooks.
by Curt A. Moyer - arXiv
The failure of conventional quantum theory to recognize time as an observable and to admit time operators is addressed. We emphasize the role of the Hamiltonian as the generator of translations in time to construct time states.
by Jed Rembold - New Mexico Tech
The complete set of graduate Quantum Mechanics notes: Postulates of QM; Simple Problems in 1 Dimension; Wave Packets; Harmonic Oscillator and Second Quantization; Systems with N Degrees of Freedom; Classical Limit and WKB Approximation; Symmetries.