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@article{574404,
author = {Kiguradze, Ivan and Půža, Bedřich},
article_location = {Israel},
article_number = {3-4},
keywords = {second order singular functional differential equations; two-point boundary value problems; unique solvability; stability},
language = {eng},
issn = {0793-1786},
journal = {Functional Differential Equations},
title = {On Two-point Boundary Value Problems for Second Order Singular Functional Differential Equations},
volume = {12/2005},
year = {2005}
}
TY - JOUR
ID - 574404
AU - Kiguradze, Ivan - Půža, Bedřich
PY - 2005
TI - On Two-point Boundary Value Problems for Second Order Singular Functional Differential Equations
JF - Functional Differential Equations
VL - 12/2005
IS - 3-4
SP - 271-294
EP - 271-294
PB - The College of Judea and Samaria
SN - 07931786
KW - second order singular functional differential equations
KW - two-point boundary value problems
KW - unique solvability
KW - stability
N2 - For the functional differential equations u(t)= f(u)(t) with the continuous operator f from C1loc(]a,b[)to L1loc(]a,b[)the unimprovable, in a certain sense, sufficient conditions for the solvability and unique solvability of the two-point boundary value problems u(a+)=0=u(b-) and u(a+)=0=u(b-) are established. These condition cover the case when for an arbitrary u the function f(u) is not integrable on [a,b], having singularities at the points a and b.
ER -
KIGURADZE, Ivan a Bedřich PŮŽA. On Two-point Boundary Value Problems for Second Order Singular Functional Differential Equations. \textit{Functional Differential Equations}. Israel: The College of Judea and Samaria, 2005, roč.~12/2005, 3-4, s.~271-294. ISSN~0793-1786.
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