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Quantal Density Functional Theory
Quantal density functional theory (Q-DFT) is a new local effective potential energy theory of the electronic structure of matter. It is a description in terms of classical fields that pervade all space, and their quantal sources. The fields, which are explicitly defined, are separately representative of the many-body electron correlations present in such a description, namely, those due to the Pauli exclusion principle, Coulomb repulsion, correlation-kinetic, and correlation-current-density effects. The book further describes Schrödinger theory from the new perspective of fields and quantal sources. It also explains the physics underlying the functionals and functional derivatives of traditional DFT.
Jock Dalrymple
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Empirical Processes
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Upper and Lower Bounds for Stochastic Processes
The book develops modern methods and in particular the "generic chaining" to bound stochastic processes. This methods allows in particular to get optimal bounds for Gaussian and Bernoulli processes. Applications are given to stable processes, infinitely divisible processes, matching theorems, the convergence of random Fourier series, of orthogonal series, and to functional analysis. The complete solution of a number of classical problems is given in complete detail, and an ambitious program for future research is laid out.
Ashkenazim and Sephardim: A European Perspective
The volume is about culture and language of the two largest Jewish Diaspora groups, Sephardim and Ashkenazim. Analyzing the latest European research tendencies, questions concern the historical, social and cultural contact with non-Jewish environment, problems of Jewish identity, the condition of languages in both groups and Jewish anthroponymy.
