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Book
Lectures on the many-body problem
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Year: 1962 Publisher: New York, NY ; London : Academic Press,

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Book
Topics in thhe many body problem and in elementary particle physics
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Year: 1966 Publisher: [Bloomington] : Indiana University,

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Book
Lectures on the many-electron problem
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Year: 1963 Publisher: New York ; London ; Sidney : Interscience Publishers,

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Book
Introduction to the physics of many-body systems
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Year: 1958 Publisher: New York, NY : Interscience Publishers,

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Book
A guide to Feynman diagrams in the many-body problem
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Year: 1967 Publisher: London : McGraw-Hill Pub. Co.,

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Book
Qualitative methods in the many-body problem
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Year: 1961 Publisher: New York, NY : Gordon & Breach,

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Dissertation
Le problème de la "troisième intégrale" en mécanique céleste et en dynamique stellaire
Year: 1965 Publisher: [S.l.]: [chez l'auteur],

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Book
Physics of many-particle systems : methods and problems
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Year: 1966 Publisher: New York, NY : Gordon & Breach,

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Book
Liquid helium and many body problems.
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Year: 1970 Publisher: Wroclaw : Wydawnictwo Uniwersytetu Wroclawskiego,

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Book
Back-of-the-envelope quantum mechanics : with extensions to many-body systems, integrable PDes, and rare and exotic methods
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ISBN: 9789811286377 Year: 2024 Publisher: Hackensack, NJ : World Scientific,

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Dimensional and order-of-magnitude estimates are practiced by almost everybody but taught almost nowhere. When physics students engage in their first theoretical research project, they soon learn that exactly solvable problems belong only to textbooks, that numerical models are long and resource consuming, and that "something else" is needed to quickly gain insight into the system they are going to study. Qualitative methods are this "something else," but typically, students have never heard of them before. The aim of this book is to teach the craft of qualitative analysis using a set of problems, some with solutions and some without, in advanced undergraduate and beginning graduate Quantum Mechanics. Examples include a dimensional analysis solution for the spectrum of a quartic oscillator, simple WKB formulas for the matrix elements of a coordinate in a gravitational well, and a three-line-long estimate for the ionization energy of atoms uniformly valid across the whole periodic table. The pièce de résistance in the collection is a series of dimensional analysis questions in Integrable Nonlinear Partial Differential Equations with no dimensions existing a priori. Solved problems include the relationship between the size and the speed of solitons of the Korteweg-de Vries equation and an expression for the oscillation period of a Nonlinear Schrödinger breather as a function of its width. A new theme that appears in the second edition are the rare and exotic methods in elementary quantum mechanics. The new chapter covers quantum-mechanical supersymmetry, power index method, scale invariance, self-similarity, and circle inversion.

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