Discussion of an uniqueness theorem by L.N. Slobodetsky and M.I. Chramov, for solutions to the Cauchy problem for a quasi-linear symmetrical system of differential equations.
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Discussion of an uniqueness theorem by L.N. Slobodetsky and M.I. Chramov, for solutions to the Cauchy problem for a quasi-linear symmetrical system of differential equations.

by John Hilary Billings

Mathematics Research Differential Equations
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This focused mathematical work examines a uniqueness theorem by L.N. Slobodetsky and M.I. Chramov for solutions to the Cauchy problem involving quasi-linear symmetrical systems of differential equations. It offers a specialized discussion for readers interested in mathematical analysis and differential equations.

About This Book

This work discusses a uniqueness theorem associated with L.N. Slobodetsky and M.I. Chramov.

Its subject is the Cauchy problem for solutions of quasi-linear symmetrical systems of differential equations.

Presented as a focused mathematical treatment, it may interest readers studying differential equations, uniqueness questions, and related analytical methods.

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I will be using this book for: