On Some Boundary Value Problems for Fourth Order Functional Differential Equations

Warning

This publication doesn't include Faculty of Arts. It includes Faculty of Science. Official publication website can be found on muni.cz.

Authors	KIGURADZE Ivan PŮŽA Bedřich
Year of publication	2005
Type	Article in Periodical
Magazine / Source	Memoirs on Differential Equations and Mathematical Physics
MU Faculty or unit	Faculty of Science
Citation
Field	General mathematics
Keywords	fourth order nonlinear fuctional differentil equations; two-point boundary value problem; solvability; unique solvability
Description	Optimal in a sense sufficient conditions are established for the solvability and unique solvability of a linear two-point boundary value problems for fourth order functional differential equation u(t)= g(u)(t) with regular operator g.
Related projects:	Mathematical structures and their physical applications Functional-differential equations and mathematical-statistical models