On the Finsler metrics obtained as limits of chessboard structures
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🧮 math.AP
math.MG
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chessboardfinslermetricsobtainedstructurestructuresallowbeta
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We study the geodesics in a planar chessboard structure with two values 1 and $\beta>1$. The results for a fixed structure allow us to infer the properties of the Finsler metrics obtained, with an homogenization procedure, as limit of oscillating chessboard structures.
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