Vladimir Andrunachievici Institute of Mathematics and Computer Science
Moldova State University
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BASM n.4 (10), 1992
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On the $L_p$-boundedness of the resolvent operator of the Cauchy problem for a higher-order one-dimensional hyperbolic equation. (Russian)
Authors:
Baltag Yu. I.
Abstract
The solutions of Cauch's problem for hyperbolic ecuation of high order are estimated in $L_p$ by $L_p$-norms of initial condition.
Contents
Generalized nonlocal splines with one free generating function. Estimations of interpolation accuracy. (English)
Stability properties of delay systems under a Taylor series representation. (English)
Derivation of nontrivial subgroups and minimal systems of generators of point crystallographic groups by means of a computer. (Russian)
Berge-acyclic database schemes. (Romanian)
Frieze groups of two-sided rosette $P$-symmetries and their geometric applications. (Russian)
Solution of the problem of completeness with respect to expressibility in a $5$-valued nonchain extension of duality intuitionistic logic. (Russian)
Numerical analysis of a problem on wave propagation in a viscoelastic rod. (Russian)
Construction of quasi-affine axiomatics of Lobachevskij geometry. (Russian)
Monoquasigroups without congruences and automorphisms. (Russian)
An algorithm for finding the minimax paths in networks. (Russian)
A universal Turing machine with $10$ states and $3$ symbols. (Russian)
On the $L_p$-boundedness of the resolvent operator of the Cauchy problem for a higher-order one-dimensional hyperbolic equation. (Russian)