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The Cauchy Problem for Hyperbolic Operators: Multiple Characteristics - Micro-Local...

Home > Mathematics Books > Hyperbolics > Item 88

	The Cauchy Problem for Hyperbolic Operators: Multiple Characteristics - Micro-Local...
	by Karen Yagdjian Sales Rank: 6489059	$124.52 At Amazon on 12-6-2008

Hardcover: 397 pages Publisher: Akademie Verlag; 1st edition June 1997 Language: English ISBN-10: 3055017390 ISBN-13: 978-3055017391 Product Dimensions: 9 x 7.7 x 1 inches Shipping Weight: 2.1 pounds *Publisher Description* The goal of this book is a construction of the fundamental solution to the Cauchy problem for hyperbolic operators with multiple characteristics. Well-posedness of the problem in various functional spaces as well as a propagation of singularities of the solutions are investigated, too. Levy conditions described in the book allow to construct fundamental solutions. The approach represented in the book is essentially based on the zeros of the complete symbol of the operator. For operators with variable coefficients hyperbolicity conditions are formulated by means of these zeros similarly to Hadamard's conditions for operators with constant coefficient. This approach needs Fourier integral operators with inhomogeneous phase functions. Necessary knowledge on these ones is given, too.
The Cauchy Problem for Hyperbolic Operators: Multiple Characteristics - Micro-Local... Available from Amazon Price: $124.52 Updated on 12-6-2008

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