Constructs nested non-commutative Hilbert scheme on C^n, equips nested Hilbert scheme on C^2 with equivalent obstruction theory, and derives closed formula for equivariant virtual Euler characteristic generating series via torus localization and bundle maps.
Stanley , abstract =
2 Pith papers cite this work. Polarity classification is still indexing.
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2026 2verdicts
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Ancestor-based and anchored triples allow polynomial-time solutions to consistency problems in phylogenetic networks, with construction of realizing DAGs and networks.
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Virtual K-theoretic invariants of the nested Hilbert scheme on $\mathbb{C}^2$
Constructs nested non-commutative Hilbert scheme on C^n, equips nested Hilbert scheme on C^2 with equivalent obstruction theory, and derives closed formula for equivariant virtual Euler characteristic generating series via torus localization and bundle maps.
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Novel Triple-Based Problems for the Construction of Phylogenetic Networks via Least Common Ancestors
Ancestor-based and anchored triples allow polynomial-time solutions to consistency problems in phylogenetic networks, with construction of realizing DAGs and networks.