Pages that link to "Item:Q4909147"
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The following pages link to A METHOD TO COMPUTE SEGRE CLASSES OF SUBSCHEMES OF PROJECTIVE SPACE (Q4909147):
Displaying 18 items.
- How many hypersurfaces does it take to cut out a Segre class? (Q342856) (← links)
- Segre classes on smooth projective toric varieties (Q379214) (← links)
- The degree complexity of smooth surfaces of codimension (Q412225) (← links)
- Algorithms to compute the topological Euler characteristic, Chern-Schwartz-MacPherson class and Segre class of projective varieties (Q491251) (← links)
- Tensored Segre classes (Q503804) (← links)
- Computing characteristic classes of subschemes of smooth toric varieties (Q511874) (← links)
- Computing Segre classes in arbitrary projective varieties (Q512364) (← links)
- Chern numbers of smooth varieties via homotopy continuation and intersection theory (Q607158) (← links)
- A formula for Segre classes of singular projective varieties (Q1117986) (← links)
- Mixed multiplicities, Segre numbers and Segre classes (Q1730204) (← links)
- Virtual classes for the working mathematician (Q1987301) (← links)
- A relative Segre zeta function (Q2220188) (← links)
- Computing characteristic classes and the topological Euler characteristic of complex projective schemes (Q2325358) (← links)
- A direct algorithm to compute the topological Euler characteristic and Chern-Schwartz-MacPherson class of projective complete intersection varieties (Q2357363) (← links)
- The Segre zeta function of an ideal (Q2411356) (← links)
- The Bottleneck Degree of Algebraic Varieties (Q4959845) (← links)
- Segre Classes and Invariants of Singular Varieties (Q5050033) (← links)
- Segre class computation and practical applications (Q5235111) (← links)
