Consider a problem consisting of conservation laws coupled with ordinary differential equations through boundary conditions. We provide a characterization of the solutions by means of metric tangent vectors, thus guaranteeing the uniqueness of the solutions.
Colombo, R., Guerra, G. (2016). Characterization of the solutions to ODE–PDE systems. APPLIED MATHEMATICS LETTERS, 62, 69-75 [10.1016/j.aml.2016.07.006].
Characterization of the solutions to ODE–PDE systems
GUERRA, GRAZIANO
2016
Abstract
Consider a problem consisting of conservation laws coupled with ordinary differential equations through boundary conditions. We provide a characterization of the solutions by means of metric tangent vectors, thus guaranteeing the uniqueness of the solutions.
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