On a fractional nonlinear hyperbolic equation arising from relative theory
Summary: We obtain the existence of a weak solution to a fractional nonlinear hyperbolic equation arising from relativistic theory by the Galerkin method. Its uniqueness is also discussed. Furthermore, we show the regularity of the obtained solution. In our proof, we use harmonic analysis techniques and compactness arguments.
fractional nonlinear hyperbolic equation
scientific article; zbMATH DE number 6306998