A classical approach to eigenvalue problems associated with a pair of mixed regular Sturm-Liouville equations. I.
A classical approach to eigenvalue problems associated with a pair of mixed regular Sturm-Liouville equations. I.
Solutions of initial value problems for a pair of linear first order ordinary differential systems with interface-spatial conditions.
Bounds for solutions of nonlinear singular interface problems on time scales using a monotone iterative method.
Deficiency indices of a differential operator satisfying certain matching interface conditions.
Reduction of an operator equation in to an equivalent bifurcation equation through Schauder's fixed point theorem.
Oscillation theory for a pair of second order dynamic equations with a singular interface.
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