From the Preface: 'Primarily this book is intended for application of the operational calculus to mathematics, physics and technical problems. We have therefore given not only the basic principles, ideas and theorems as clearly as possible (and rather extensively), but also many worked-out problems from purely mathematical and physical as well as from technical fields.[S]ome of the deeper theorems have been omitted, and for these the reader is referred to the mathematical literature.Nonetheless, it is believed that the purely mathematical treatment is more advanced than is usual in books devoted primarily to practical applications.It is therefore hoped that the book may be of value to those pure mathematicians who are interested in a rapid and simple derivation of complicated and unexpected relations between various mathematical functions, as well as to the engineer in search, for example, of a very simple treatment of transient phenomena in electrical networks, such as filters. In both cases the operational calculus appears to its best advantage.'.

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Bibliographic Details

Title: Operational Calculus Based on the Two-sided LaPlace Integral
Publisher: American Mathematical Society, US
Publication Date: 1987
Language: English
ISBN 10: 0828403279
ISBN 13: 9780828403276
Binding: Hardback
Edition: 3rd Edition
Condition: New
Weight: 890 grams

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From the Preface: ``Primarily this book is intended for application of the operational calculus to mathematics, physics and technical problems. We have therefore given not only the basic principles, ideas and theorems as clearly as possible (and rather extensively), but also many worked-out problems from purely mathematical and physical as well as from technical fields ... [S]ome of the deeper theorems have been omitted, and for these the reader is referred to the mathematical literature ... Nonetheless, it is believed that the purely mathematical treatment is more advanced than is usual in books devoted primarily to practical applications ... It is therefore hoped that the book may be of value to those pure mathematicians who are interested in a rapid and simple derivation of complicated and unexpected relations between various mathematical functions, as well as to the engineer in search, for example, of a very simple treatment of transient phenomena in electrical networks, such as filters. In both cases the operational calculus appears to its best advantage.''

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