Newton polytope
integral polytope associated with a multivariate polynomial
Press Enter · cited answer in seconds
0 sources
Newton polytope
Summary
Key Facts
- Newton polytope's image is recorded as Diagram of a Newton Polygon Convex hull.svg[1].
- Isaac Newton is named after Newton polytope[2].
- Newton polytope's subclass of is recorded as integral polytope[3].
- Newton polytope's defining formula is recorded as \operatorname{Newt}\left(\sum_kc_k\mathbf x^{\mathbf a_k}\right)=\left{\sum_k\alpha_k\mathbf a_k\Bigg|\sum_k\alpha_k=1,\;\forall j\colon\alpha_j\ge0\right}[4].
- Newton polytope's Google Knowledge Graph ID is recorded as /g/11h_w1tjfn[5].
- Newton polytope's in defining formula is recorded as \sum_kc_k\mathbf x^{\mathbf a_k}[6].
- Newton polytope's in defining formula is recorded as \operatorname{Newt}[7].
- Newton polytope's in defining formula is recorded as \left{\sum_k\alpha_k\mathbf a_k\Bigg|\sum_k\alpha_k=1,\;\forall j\colon\alpha_j\ge0\right}[8].