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Three solutions with precise sign properties for Gierer-Meinhardt type system

Published 29 Oct 2025 in math.AP | (2510.25568v1)

Abstract: We establish the existence of three solutions for sign-coupled Gierer-Meinhardt type system with Neumann boundary conditions. Two solutions are of opposite constant-sign while the third solution is nodal with synchronous sign components. The approach combines sub-supersolutions method and Leray-Schauder topological degree involving perturbation argument.

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