Algebraic Methods in Operator Theory by Raul E. Curto,Palle E.T. Jorgensen

By Raul E. Curto,Palle E.T. Jorgensen

the speculation of operators stands on the intersection of the frontiers of contemporary research and its classical opposite numbers; of algebra and quantum mechanics; of spectral thought and partial differential equations; of the trendy worldwide method of topology and geometry; of illustration conception and harmonic research; and of dynamical structures and mathematical physics. the current selection of papers represents contributions to a convention, they usually were rigorously chosen as a way to bridging diversified yet similar parts of arithmetic that have just recently displayed an unforeseen community of interconnections, in addition to new and fascinating cross-fertilizations. Our unify­ ing subject matter is the algebraic view and method of the examine of operators and their purposes. The complementarity among the variety of issues at the one hand and the harmony of rules at the different has been under pressure. many of the longer contributions symbolize fabric from lectures (in extended shape and with proofs for the main part). even if, the shorter papers, in addition to the longer ones, are a vital part of the image; they've got all been conscientiously refereed and revised with the intention to a solidarity of objective, timeliness, clarity, and wide charm. Raul Curto and Paile E. T.

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