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Title: On a boundary value problem
Authors: Kalinowski, Józef
Keywords: equations; boundary problem
Issue Date: 1993
Citation: Annates Matbematicae Silesianae, Nr 7 (1993), s. 73-78
Abstract: The equation x"(t) = /(t, i(a(<)), for t € [a, b], where the functions a,/? deviated argument of type [a,b] —• [a,b] is considered. A sufficient condition for existence of the end b of the interval [a, 6], such that there exists the solution x of the above equation on [a,b] fulfilling the boundary value conditions x(a) = A, x(b) = B and ||r'(a)|| = v > 0, where the constants o, v and vectors A, B are given, is proved.
ISSN: 0860-2107
Appears in Collections:Artykuły (WNŚiT)

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