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Would well repay study by most theoretical physicists."--Physics Today
"An overwhelming influence on subsequent work on the wave equation."--Science Progress
"One of the classical treatises on hyperbolic equations."--Royal Naval Scientific Service
Delivered at Columbia University and the Universities of Rome and Zürich, these lectures represent a pioneering investigation. Jacques Hadamard based his research on prior studies by Riemann, Kirchhoff, and Volterra. He extended and improved Volterra's work, applying its theories relating to spherical and cylindrical waves to all normal hyperbolic equations instead of only to one. Topics include the general properties of Cauchy's problem, the fundamental formula and the elementary solution, equations with an odd number of independent variables, and equations with an even number of independent variables and the method of descent. 1923 ed.
"An overwhelming influence on subsequent work on the wave equation."--Science Progress
"One of the classical treatises on hyperbolic equations."--Royal Naval Scientific Service
Delivered at Columbia University and the Universities of Rome and Zürich, these lectures represent a pioneering investigation. Jacques Hadamard based his research on prior studies by Riemann, Kirchhoff, and Volterra. He extended and improved Volterra's work, applying its theories relating to spherical and cylindrical waves to all normal hyperbolic equations instead of only to one. Topics include the general properties of Cauchy's problem, the fundamental formula and the elementary solution, equations with an odd number of independent variables, and equations with an even number of independent variables and the method of descent. 1923 ed.
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Would well repay study by most theoretical physicists."--Physics Today
"An overwhelming influence on subsequent work on the wave equation."--Science Progress
"One of the classical treatises on hyperbolic equations."--Royal Naval Scientific Service
Delivered at Columbia University and the Universities of Rome and Zürich, these lectures represent a pioneering investigation. Jacques Hadamard based his research on prior studies by Riemann, Kirchhoff, and Volterra. He extended and improved Volterra's work, applying its theories relating to spherical and cylindrical waves to all normal hyperbolic equations instead of only to one. Topics include the general properties of Cauchy's problem, the fundamental formula and the elementary solution, equations with an odd number of independent variables, and equations with an even number of independent variables and the method of descent. 1923 ed.
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Lectures on Cauchy's Problem in Linear Partial Differential Equations
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Dover Publications, New York
ISBN 10: 0486495493
ISBN 13: 9780486495491
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Hardcover. Zustand: Very Good. No Jacket. First Edition. 1952 Dover edition in green and white softcovers. The covers show light shelf wear. The front cover is creased near the spine. The binding is tight. The pages are clean and unmarked. Electronic delivery tracking will be issued free of charge. Bestandsnummer des Verkäufers 08958
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Lectures on Cauchy's Problem in Linear Partial Differential Equations (Dover Phoenix Editions)
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Lectures on Cauchy*s Problem in Linear Partial Differential Equations (Dover Phoenix Editions)
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