Abstract
In the theory of hyperbolic differential equations a mixed boundary value
problem involves two types of auxiliary conditions which may be described as
initial and boundary conditions respectively. The problem of Cauchy, in
which only initial conditions are present, has been studied in great detail,
starting with the early work of Riemann and Volterra, and the well-known
monograph of Hadamard (4). A modern treatment of great generality has been
given by Leray (7).
Publisher
Canadian Mathematical Society
Cited by
7 articles.
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