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The rotated multipliers method is performed in the case of the boundarystabilization by means of a(linear or non-linear) Neumann feedback. this methodleads to new geometrical cases concerning the "active" part of the boundarywhere the feedback is apllied. Due to mixed boundary conditions, these casesgenerate singularities. Under a simple geometrical conditon concerning theorientation of boundary, we obtain a stabilization result in both cases.

Nonlinear Neumann boundary stabilization of the wave equation using rotated multipliers