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Quantum mechanics at PDF Download

Quantum mechanics at PDF Download

Base Information
Science Press  Ke Shanzhe, ed.  
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 Price:38.00 Filesize:2.1MB Pages:229
Contents
optical a physical example of 
quantum game
quantum representation transform. Quantum mechanics is built by the National University of quantum mechanics research organization prepared by the writer are experts and scholars domestic universities for many years engaged in research and teaching of quantum mechanics.Important classic problem involves quantum mechanics, such as wave function, transform theory, perturbation theory and variational method, the three-body problem, singular atomic relativistic effect and magnetic resonance problems, there are also some interesting new developments, such as quantum phase transition and quantum entanglement and quantum entanglement, quantum game, spin control, resonance superfluidity, variable mass quantum systems and non-commutative quantum mechanics, and some on the quantum mechanics teaching discussion and experience.Since
quantum mechanics for undergraduate students, Department of physics, University graduate students, teachers and University researchers in quantum mechanics quantum mechanics.
Catalog Index
Preface 
talk about perturbation theory and variational method
quantum phase transition and quantum entanglement
answer for Professor
to quantum mechanics at the editorial board of the complex
hydrogen atom and exotic atom relativistic effects
quality quantum system theory research progress of
incident wave and the scattered wave irrelevant condition
freedom of movement wave function of
on non physics major in science and Engineering "university physics" in quantum physics teaching
Bo Gore Yubov w Nadin transform time-dependent expression and magnetic resonance to the exact solution of the problem of
wavelet transform theory and its application in
quantum three-body problem the new progress in the study of
quantum mechanics in the virtual process and observable consequences of
the spin dynamics in semiconductor nanostructures and spin control of
cold Fermi gas resonance superfluidity
non-commutative space of quantum theory and its experimental verification of
quantum theory and localized causality compatible?Matrix
is independent of mechanical quantity operator and representation scheme
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