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Cohomology of open sets
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If G is a finite abstract simplicial complex and K is a subcomplex of G and U=G-K is the open complement of K in G, the Betti vectors of K and U and G satisfy the inequality b(G) less or equal b(K)+b(U).
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Cited by 2 Pith papers
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Remarks about Connection and Dirac matrices
The eigenvalues of the connection and Dirac matrices of a finite simplicial complex are bounded above by the ordered connection and Dirac degrees, while the headline claim that the connection matrix dominates the Dira...
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Elements of finite geometry I
A review-style snapshot of twelve finite-geometry theorems, each claiming a discrete analogue of a well-known continuum result.
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