Titlebook: Statistical Mechanics and Statistical Methods in Theory and Applications; Uzi Landman Book 1977 Springer Science+Business Media New York 1

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Statistical Mechanics of Lattice Boson Field Theory,anical system near its critical point in a sufficiently general way to permit the inclusion of an anomalous dimension of the vacuum. Using the thermodynamic properties of the Ising model, one can begin to construct non-trivial (containing scattering) field theories in 2, 3 and 4 dimensions. It is ar

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Ring Diagram Contribution to Electron Correlations,the Montroll and Ward formula for the grand partition function. Difficulties in the traditional rg series are pointed out and a new direct method of evaluation is discussed. The ring diagram formula can be derived in different ways without using diagrams.

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Stochastic Equations for Classical and Quantum Distribution Functions,n the context of the Markov process; in such a case it is sufficient to determine the time-evolution of the distribution function of the lowest order only. In the present article stochastic differential equations for the distribution functions of all orders are derived, with no restriction on the na

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Spinous-Process

Speculations on the Intrinsic Significance of Random Interactions,deas and random concepts with as much success as Professor Montroll. It is appropriate to note that the speculations presented here — (suggesting the use of random considerations in particle physics) — owe a great deal to Professor Montroll’s activities in this field.

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Theory of the Surface Contribution to the Low Temperature Specific Heat of a Semi-Infinite Solid,rface is assumed to be defined by the equation x.=ζ(x.,x.), with the solid occupying the region x.gt; ζ (x.,x.). The theory presented is therefore capable of describing the effects of surface roughness on the surface contribution to the low temperature specific heat of a semi-infinite solid. The sta

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