Titlebook: Probability Measures on Semigroups: Convolution Products, Random Walks and Random Matrices; Göran Högnäs,Arunava Mukherjea Book 19951st ed

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Random Walks on Semigroups,e require the steps to be . and to have the . probability distribution. The walk is then a succession of . of those steps. Later on we apply our results to slightly more general situations, e.g., cases where steps depend on each other in a Markovian way. Thus our study of random walks is synonymous

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Random Matrices, our attention to the class of nonnegative matrices (that is, matrices whose entries are all nonnegative). Though there have been a great deal of results in this area in different directions [see Bougerol and Lacroix (1985) or Cohen .. (1986)], here we restrict ourselves only to problems involving r

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https://doi.org/10.1007/978-1-4757-2388-5applied mathematics; group theory; mathematics; probability

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Gesellschaft Deutscher Metallhütten- und Bergleute Chemiker-Fachausschuss,Gesellschaft Deutscher Metissues that form organized organ systems. Cells of the immune system develop in bone marrow and lymphoid organs, but as the cells mature they leave these organs and circulate as single cells. Antigen receptors (TCRs) of T cells search for membrane MHC proteins that are bound to peptides derived from

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lar mechanics and pathology. This joint subject would serve as a classic example of science developed in two different directions. It provided the motivation to put forth this book and establish a correlation between vascular mechanics and pathology. The book focuses on the artery and arterial disea