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BIRTHDAY
2004
Springer

On a Tomographic Equivalence Between (0, 1)-Matrices

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On a Tomographic Equivalence Between (0, 1)-Matrices
Tilings of the plane by translation show interesting regularity in the disposition of the tiles: in particular, we point out that in the case of a single tile, the obtained congurations are invariant by one translation. Furthermore, in the case of rectangular tiles, such a translation is the horizontal or the vertical one. Then we restrict our analysis on invariant matrices and we furnish a characterization result which links together invariance and homogeneity. Mathematics Subject Classications (2000). 05B45, 52C20
Maurice Nivat
Added 01 Jul 2010
Updated 01 Jul 2010
Type Conference
Year 2004
Where BIRTHDAY
Authors Maurice Nivat
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