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What is Local Well-Posedness of KP-II Equations about?

This document presents a study on the local well-posedness of a coupled system of generalized Kadomtsev-Petviashvili II equations in anisotropic Gevrey spaces. The authors establish conditions for parameters and demonstrate the existence and uniqueness of solutions using a change of variables. The results indicate the regularity of solutions over time, contributing to the understanding of nonlinear wave phenomena in various scientific fields.

Author

sak0525ja

Language

EN