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9789048166718

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From the reviews: This book contains various topics on the general theory related to the analytic treatments of sub-Markovian resolvents, it will be a good reference for the specialists of the field. ! In each chapter, after the analytic arguments of the topics of the chapter, related probabilistic results are stated. (Yoichi Oshima, Zentralblatt MATH, Vol. 1091 (17), 2006) In the book under review, starting from a given sub-Markovian resolvent kernel {Ua} on a Radon measure space E, the authors consider analytic counterparts of the probability topics in this general framework. The book contains various subjects on the general theory involving the analytic treatments of sub-Markovian resolvents; it will be a good reference for specialists in the field. (Yoichi Oshima, Mathematical Reviews, Issue 2007 a)

From the reviews: This book contains various topics on the general theory related to the analytic treatments of sub-Markovian resolvents, it will be a good reference for the specialists of the field. ... In each chapter, after the analytic arguments of the topics of the chapter, related probabilistic results are stated. (Yoichi Oshima, Zentralblatt MATH, Vol. 1091 (17), 2006) In the book under review, starting from a given sub-Markovian resolvent kernel {Ua} on a Radon measure space E, the authors consider analytic counterparts of the probability topics in this general framework. The book contains various subjects on the general theory involving the analytic treatments of sub-Markovian resolvents; it will be a good reference for specialists in the field. (Yoichi Oshima, Mathematical Reviews, Issue 2007 a)

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