Defect formula for nodal complete intersection threefolds
S. Cynk
TL;DR
This paper extends Werner's defect formula from nodal hypersurfaces to nodal complete intersection threefolds, providing a broader mathematical framework for understanding singularities in algebraic geometry.
Contribution
The work generalizes Werner's defect formula to cover nodal complete intersection threefolds, expanding its applicability in algebraic geometry.
Findings
Derived a generalized defect formula for nodal complete intersection threefolds
Extended the mathematical understanding of singularities in algebraic geometry
Provided tools for analyzing nodal threefolds in projective space
Abstract
We generalize Werner's defect formula for nodal hypersurfaces in to the case of a nodal complete intersection threefold.
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Taxonomy
TopicsAlgebraic Geometry and Number Theory · Geometry and complex manifolds · Advanced Algebra and Geometry