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The Pauli Exclusion Principle - Origin, Verifications, and Applications (Hardcover)
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The Pauli Exclusion Principle - Origin, Verifications, and Applications (Hardcover)
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This is the first scientic book devoted to the Pauli exclusion
principle, which is a fundamental principle of quantum mechanics
and is permanently applied in chemistry, physics, and molecular
biology. However, while the principle has been studied for more
than 90 years, rigorous theoretical foundations still have not been
established and many unsolved problems remain. Following a
historical survey in Chapter 1, the book discusses the still
unresolved questions around this fundamental principle. For
instance, why, according to the Pauli exclusion principle, are only
symmetric and antisymmetric permutation symmetries for identical
particles realized, while the Schrodinger equation is satisfied by
functions with any permutation symmetry? Chapter 3 covers possible
answers to this question. The construction of function with a given
permutation symmetry is described in the previous Chapter 2, while
Chapter 4 presents effective and elegant methods for finding the
Pauli-allowed states in atomic, molecular, and nuclear
spectroscopy. Chapter 5 discusses parastatistics and fractional
statistics, demonstrating that the quasiparticles in a periodical
lattice, including excitons and magnons, are obeying modified
parafermi statistics. With detailed appendices, The Pauli Exclusion
Principle: Origin, Verifications, and Applications is intended as a
self-sufficient guide for graduate students and academic
researchers in the fields of chemistry, physics, molecular biology
and applied mathematics. It will be a valuable resource for any
reader interested in the foundations of quantum mechanics and its
applications, including areas such as atomic and molecular
spectroscopy, spintronics, theoretical chemistry, and applied
fields of quantum information.
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