Strongly connected strictly diagonally dominant integer matrices are strictly expansive; determinant-two integer matrices are not strictly expansive with respect to symmetric, convex, or connected-boundary tiling sets.
Simultaneous dilation and translation tilings of Rn.Amer
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Strictly Expansive Matrices
Strongly connected strictly diagonally dominant integer matrices are strictly expansive; determinant-two integer matrices are not strictly expansive with respect to symmetric, convex, or connected-boundary tiling sets.