Journal of Algorithms, Volume 3, Issue 1, March 1982, Pages 31-40, A nonquadratic minimal algorithm for a system of quadratic forms.

Hence, once we know p(B) = 4, we have constructed a minimal algorithm for computing B of degree 3. Feig's example will be the first of a family of systems of ...

A Nonquadratic Minimal Algorithm for a System of Quadratic Forms · R. Tolimieri · Published in J. Algorithms 1 March 1982 · Mathematics · J. Algorithms.

A nonquadratic minimal algorithm for a system of quadratic forms. Citation Data Journal of Algorithms, ISSN: 0196-6774, Vol: 3, Issue: 1, Page: 31-40.

https://dblp.org/rec/journals/jal/Tolimieri82 · R. Tolimieri: A Nonquadratic Minimal Algorithm for a System of Quadratic Forms. J. Algorithms 3(1): 41-40 (1982).

https://dblp.org/rec/journals/jal/Tolimieri82. R. Tolimieri: A Nonquadratic Minimal Algorithm for a System of Quadratic Forms. J. Algorithms 3(1): 41-40 (1982).

Apr 21, 2021 · This paper presents an adaptation of recently developed algorithms for quadratic forms over number fields in [4] to global function fields of ...

In order to understand quadratic forms in n variables over Z, one is let to study quadratic forms over various rings and fields such as Q, Qp, ...

Jan 15, 2018 · You have a convex quadratic form to minimize. This can be written in the form: minf(x)=12xTAx−bTx+c. where A is symmetric and positive ...

We often design algorithms for GP by building a local quadratic model ... attains its minimum at x if and only if x solves the equation system: ∇f(x) ...