Classical solutions for a class of IVP for nonlinear two-dimensional wave equations via new fixed point approach

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Abstract

This paper devoted to research a classical solutions for a range of two-dimensional problems associated with the propagation of nonlinear waves subjected with a class of initial value problems of nonlinear equations in hyperbolic type. A new fixed point approach is used to prove the existence of classical positive solutions of the considered IVP. The results in the manuscript are provided with examples.

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Georgiev, S. G., & Zennir, K. (2020). Classical solutions for a class of IVP for nonlinear two-dimensional wave equations via new fixed point approach. Partial Differential Equations in Applied Mathematics, 2. https://doi.org/10.1016/j.padiff.2020.100014

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