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Martin Kreuzer

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Preprint Sep 2026

On the De Rham Cohomology of Zero-Dimensional Schemes

The (naive) de Rham cohomology of a zero-dimensional scheme is the homology of the K\"ahler differential algebra of its coordinate ring, viewed as a complex. Since it is well-known to vanish in higher degrees if the ring is quasi-homogeneous, we concentrate on the affine case. For a general affine $K$-algebra $R=P/I$,...

Martin Kreuzer, L. N. Long · 0 citations
Open access Aug 2026

Conflict-Driven SAT Solving using XOR-OR-AND Normal Forms

Solving Boolean polynomial systems, or equivalently, SAT-solving, based on the XNF and the XLIN proof system outperforms classical methods not only theoretically, but based on the new conflict-driven XNF clause learning methods developed here, it is possible to implement an XNF solver with good practical efficiency.

Julian Danner, Martin Kreuzer · 0 citations

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