Decompositions of a polygon into centrally symmetric pieces
classification
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math.CO
keywords
centrallydecompositionssymmetricconvexpiecesboundcharacterizedeal
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In this paper we deal with edge-to-edge, irreducible decompositions of a centrally symmetric convex $(2k)$-gon into centrally symmetric convex pieces. We prove an upper bound on the number of these decompositions for any value of $k$, and characterize them for octagons.
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