Abstract
In the paper a sufficient condition for the existence of an $R_{\delta}$-set of solutions to a generalized boundary value problem on a compact interval is established. The proof is based on the Browder-Gupta theorem on the existence of an $R_{\delta}$-set of solutions of an operator equation and on the relation between boundary value problems and Fredholm operators. Similar result is obtained by means of the Vidossich theorem.
Citation
Valter Šeda. "$R_{\delta}$-set of solutions to a boundary value problem." Topol. Methods Nonlinear Anal. 16 (1) 93 - 101, 2000.
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