Study of differential equations with exponential nonlinearities via the lower and upper solutions' method
Michal Feckan (Mathematical Institute of Slovak Academy of Sciences, Comenius University)
K. Marynets (TU Delft - Mathematical Physics)
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Abstract
We present original results in study of the second-order differential equation with exponential non-linearities, subjected to the Dirichlet boundary conditions. Using the proper substitution techniques, we reduce the given problem to the study of its lower and upper solutions.
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