Pages that link to "Item:Q1683740"
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The following pages link to Computing mixed volume and all mixed cells in quermassintegral time (Q1683740):
Displaying 13 items.
- Do most polynomials generate a prime ideal? (Q288524) (← links)
- Efficient edge-skeleton computation for polytopes defined by oracles (Q491253) (← links)
- Complexity of sparse polynomial solving: homotopy on toric varieties and the condition metric (Q1727976) (← links)
- Efficient incremental algorithms for the sparse resultant and the mixed volume (Q1911937) (← links)
- Euclidean distance degree and mixed volume (Q2098233) (← links)
- Theoretical aspects of mixed volume computation via mixed subdivision (Q2350390) (← links)
- Unmixing the mixed volume computation (Q2421592) (← links)
- Pruning Algorithms for Pretropisms of Newton Polytopes (Q2830024) (← links)
- A polyhedral homotopy algorithm for real zeros (Q6047530) (← links)
- Sparse trace tests (Q6133451) (← links)
- Eigenvalue methods for sparse tropical polynomial systems (Q6637826) (← links)
- Dynamic decomposition of tropical prevarieties for celestial mechanics (Q6637827) (← links)
- Mixed volumes of networks with binomial steady-states (Q6650581) (← links)