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Orthogonal Families and Semigroups in Analysis and Probability

Edited by: Piotr Graczyk Université d’Angers, Angers, France
Wilfredo Urbina Roosevelt University, Chicago, IL
A publication of the Société Mathématique de France
Available Formats:
Softcover ISBN: 978-2-85629-362-1
Product Code: SECO/25
List Price: $112.00 AMS Member Price:$89.60
Please note AMS points can not be used for this product
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Orthogonal Families and Semigroups in Analysis and Probability
Edited by: Piotr Graczyk Université d’Angers, Angers, France
Wilfredo Urbina Roosevelt University, Chicago, IL
A publication of the Société Mathématique de France
Available Formats:
 Softcover ISBN: 978-2-85629-362-1 Product Code: SECO/25
 List Price: $112.00 AMS Member Price:$89.60
Please note AMS points can not be used for this product
• Book Details

Séminaires et Congrès
Volume: 252013; 383 pp
MSC: Primary 17; 33; 37; 42;

The CIMPA-UNESCO workshop “Orthogonal Families and Semigroups in Analysis and Probability” was held in 2006 in Mirida, Venezuela and was organized with the collaboration of three Venezuelian universities (UCV, USB, and ULA). The objective of the workshop was to present the modern theory of operator semigroups, related to polynomial orthogonal expansions.

This theory comprises a vast body of knowledge and has interconnections with several other areas, including harmonic analysis, probability, random matrices, stochastic calculus, and control theory. The chapters in this volume originate from the lectures at this workshop and stress the interplay of all these domains.

Graduate students and research mathematicians interested in modern theory of operator semigroups related to polynomial orthogonal expansions.

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Volume: 252013; 383 pp
MSC: Primary 17; 33; 37; 42;

The CIMPA-UNESCO workshop “Orthogonal Families and Semigroups in Analysis and Probability” was held in 2006 in Mirida, Venezuela and was organized with the collaboration of three Venezuelian universities (UCV, USB, and ULA). The objective of the workshop was to present the modern theory of operator semigroups, related to polynomial orthogonal expansions.

This theory comprises a vast body of knowledge and has interconnections with several other areas, including harmonic analysis, probability, random matrices, stochastic calculus, and control theory. The chapters in this volume originate from the lectures at this workshop and stress the interplay of all these domains.