Cosine and Sine Operator Functions and Differential Equations in Banach Spaces
30 RON
Stoc epuizatAutor: Gheorghe Babescu
Editura: Politehnica, Timisoara
Seria: Monographs
Format: 17x24 cm
Nr. pagini: 204
Coperta: brosata
ISBN: 978-973-625-781-0
Anul aparitiei: 2009
Descriere
CONTENTS:
INTRODUCTION;
1. THE D`ALEMBERT`S FUNCTIONAL EQUATION IN A BANACH ALGEBRA;
2. GROWTH ORDERS, LAPLACE TRANSFORMS AND RIESZ-DUNFORD TYPE REPRESENTATIONS OF COSINE AND SINE FUNCTIONS VALUED IN BANACH ALGEBRAS;
3. LOCALIZATION OF SPECTRUM AND CONVERGENCE PROPERTIES OF SEQUENCES OF B-VALUED COSINE AND SINE FUNCTIONS;
4. ASYMPTOTIC BEHAVIOR OF THE SOLUTIONS DIFFERENTIAL EQUATION x=Ax;
5. PARABOLIC TYPE DECOMPOSABILITY OF OPERATORS IN A BANACH SPACE;
BIBLIOGRAPHY;
INDEX.
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