Author:
Jokhadze Otar,Kharibegashvili Sergo
Abstract
AbstractThe Cauchy and Cauchy–Darboux problems for semilinear wave equations in the class of continuous functions are investigated. The questions of existence, uniqueness and nonexistence of global solutions of the problems are considered. The local solvability of the problems is also discussed.
Funder
Shota Rustaveli National Science Foundation
Cited by
2 articles.
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