Pages that link to "Item:Q1298086"
From MaRDI portal
The following pages link to Specialization of integral dependence for modules (Q1298086):
Displaying 22 items.
- Reduction in Rees algebra of modules (Q484625) (← links)
- Weak subintegral closure of ideals (Q624318) (← links)
- Integral closure of ideals and equisingularity (Q1012043) (← links)
- Associated points and integral closure of modules (Q1643544) (← links)
- On flattening of coherent sheaves and of projective morphisms (Q2576977) (← links)
- The theory of integral closure of ideals and modules: Applications and new developments. With an appendix by Steven Kleiman and Anders Thorup (Q2754599) (← links)
- Specialization to the tangent cone and Whitney equisingularity (Q2861488) (← links)
- Specialization and integral closure (Q2934799) (← links)
- Log canonical threshold and diagonal ideals (Q2964023) (← links)
- Equisingularity of sections, (𝑡^{𝑟}) condition, and the integral closure of modules (Q3182065) (← links)
- Integration of modules – II: Exponentials (Q3382254) (← links)
- The Multiplicity Polar Theorem and isolated singularities (Q3632499) (← links)
- Generalized Buchsbaum-Rim Multiplicities and a Theorem of Rees (Q4418331) (← links)
- Local polar varieties in the geometric study of singularities (Q4556016) (← links)
- An intrinsic definition of the Rees algebra of a module (Q4608138) (← links)
- What is the Rees algebra of a module? (Q4780406) (← links)
- On the simplication of singularities by blowing up at equimultiple centers (Q4962365) (← links)
- The Af condition and relative conormal spaces for functions with nonvanishing derivative (Q5235029) (← links)
- Asymptotic Behavior of Integral Closures in Modules (Q5297252) (← links)
- Lech’s inequality for the Buchsbaum-Rim multiplicity and mixed multiplicity (Q5856946) (← links)
- Inflectionary Invariants for Isolated Complete Intersection Curve Singularities (Q5877459) (← links)
- Infinitesimal Lipschitz conditions on a family of analytic varieties: genericity and necessity (Q6656137) (← links)