Defines the counting matrix K of a simplicial complex and establishes that it lies in SL(n,Z) with explicit inverse, positive definiteness, and spectral symmetry between K and its inverse.
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The counting matrix of a simplicial complex
Defines the counting matrix K of a simplicial complex and establishes that it lies in SL(n,Z) with explicit inverse, positive definiteness, and spectral symmetry between K and its inverse.