Statistical mechanics.
Overview
| Works: | 169 works in 43 publications in 43 languages | |
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Titles
Statistical mechanics = an advanced course with problems and solutions
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Elements of statistical mechanics : = with an introduction to quantum field theory and numerical simulation /
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Statistical mechanics : = from first principles to macroscopic phenomena /
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Molecular simulation studies on thermophysical properties = with application to working fluids /
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Introduction to nonextensive statistical mechanics = approaching a complex world /
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Long-Time Behavior of the International Trade Equation and Average Gromov Hyperbolicity.
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Statistical mechanics and thermodynamics of matter : = an introductory survey /
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Statistical mechanics : = entropy, order parameters, and complexity /
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Statistical mechanics made simple = a guide for students and researchers /
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Glassy materials and disordered solids : = an introduction to their statistical mechanics /
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Exactly solved models : = a journey in statistical mechanics : selected papers with commentaries (1963-2008) /
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Statistical physics of spin glasses and information processing = an introduction /
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The Statistical mechanics of interacting walks, polygons, animals and vesicles /
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Macroscopic and large scale phenomena = coarse graining, mean field limits and ergodicity /
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Statistical mechanics and the physics of many-particle model systems /
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Formulation of statistical mechanics based on thermal pure quantum states
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Statistical mechanics of magnetic excitations = from spin waves to stripes and checkerboard /
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Exactly solved models = a journey in statistical mechanics : selected papers with commentaries (1963-2008) /
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Statistical mechanics : = entropy, order parameters, and complexity /
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Statistical mechanics of Hamiltonian systems with bounded kinetic terms = an insight into negative temperature /
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Lectures in classical thermodynamics with an introduction to statistical mechanics
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Solvable one-dimensional multi-state models for statistical and quantum mechanics
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Statistical mechanics of lattice systems = a concrete mathematical introduction /
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Modern thermodynamics and statistical mechanics = a comprehensive foundation /
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Mathematical foundations of classical statistical mechanics : = continuous systems /
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Physics and chance : = philosophical issues in the foundations of statistical mechanics /
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Mathematical foundations of quantum statistical mechanics : = continous systems /
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The conceptual foundations of the statistical approach in mechanics /
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Statistical mechanics made simple : = a guide for students and researchers /
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Thermodynamics and statistical mechanics : = equilibirium by entropy maximisation /
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Semiclassical analysis, Witten Laplacians, and statistical mechanics /
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Quantum mathematical physics : = atoms, molecules and large systems /
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Geometry and topology in Hamiltonian dynamics and statistical mechanics /
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Statistical mechanics : = an advanced course with problems and solutions /
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Scaling limits in statistical mechanics and microstructures in continuum mechanics
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Quantum statistical mechanics : = Green's function methods in equilibrium and nonequilibrium problems /
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Cram 101 textbook outlines to accompany: Introduction to thermal physics, Daniel V. Schroeder, 1st edition.
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Introduction to relativistic statistical mechanics : = classical and quantum /
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The statistical mechanics of quantum lattice systems : = a path integral approach /
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Probability in complex physical systems = in honour of Erwin Bolthausen and Jurgen Gartner /
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Introduction to relativistic statistical mechanics = classical and quantum /
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Thermodynamic Formalism : = The Mathematical Structure of Equilibrium Statistical Mechanics.
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Thermodynamics and statistical mechanics of macromolecular systems /
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Statistical thermodynamics : = a course of seminar lectures : delivered in January-March 1944, at the School of Theoretical Physics, Dublin Institute for Advanced Studies /
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Statistical mechanics for beginners : = a textbook for undergraduates /
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Fractional calculus with applications in mechanics : = vibrations and diffusion processes /
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Modern physics = introduction to statistical mechanics, relativity, and quantum physics /
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Classical and quantum statistical physics = fundamentals and advanced topics /
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