Tube domains and the Cauchy problem

by S.G. Gindikin

This book is dedicated to two problems. The first concerns the description of maximal exponential growth of functions or distributions for which the Cauchy problem is well posed. The description is presented in the language of the behavior of the symbol in a complex domain. The second problem concerns the structure of and explicit formulas for differential operators with large automorphism groups. It is suitable as an advanced graduate text in courses in partial differential equations and the theory of distributions.

132 pages, Hardcover

First published December 1, 1992

About the author

Simon Grigorevich Gindikin (Семён Григорьевич Гиндикин), born 7 December 1937 in Moscow, Russian SFSR, is a mathematician at Rutgers University who introduced the Gindikin–Karpelevich formula for the Harish-Chandra c-function.