Boundary value problems for functional difference equations on infinite intervals

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Authors	MARINI Mauro MATUCCI Serena ŘEHÁK Pavel
Year of publication	2006
Type	Article in Periodical
Magazine / Source	Advances in Difference Equations
MU Faculty or unit	Faculty of Education
Citation	MARINI, Mauro, Serena MATUCCI and Pavel ŘEHÁK. Boundary value problems for functional difference equations on infinite intervals. Advances in Difference Equations. 2006, vol. 2006, Art. 31283, p. 1-14. ISSN 1687-1839.
Field	General mathematics
Keywords	boundary value problems; fixed point theorems; nonlinear difference system; functional difference equations
Description	A general method for solving boundary value problems associated to functional difference systems on the discrete half-line is presented and applied in studying the existence of positive unbounded solutions for a system of two coupled nonlinear difference equations. A further example, illustrating the method, completes the paper.
Related projects:	Difference Equations and Dynamic Equations on Time Scales. Linear Hamiltonian dynamic systems and half-linear dynamic equations