Singular Integral Equation Method for the Construction of Cylindrical Wave Solutions of the Einstein-Weyl Equations

Mathematics – Mathematical Physics

Scientific paper

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Scientific paper

We present a new method for the construction of exact cylindrical wave solutions of the Einstein-Maxwell equations which is based on solving two complete singular integral equations in the complex plane of an auxiliary analytical parameter. We demonstrate that in the case of a non-singular symmetry axis the group transformation of internal symmetries used in the solution generation process is defined by the axis expression of the Ernst potential.

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