On the classification of quadratic forms over an integral domain of a global function fieldMathematics - Algebraic GeometryLet $C$ be a smooth projective curve defined over the finite field$\\mathbb{F}_q$ ($q$ is odd) and let $K=\\mathbb{F}_q(C)$ be its function field.Any finite ...
We give a complete classification of the quadratic forms which are subject to linear constraints. We characterize six distinct classes by a very simple and algebraic method. These results can be applied to give some conclusions about the local extrema of a function which is subject to equality co...
Conway, J.H., Sloane, N.J.A.: On the classification of integral quadratic forms. In: Sphere Packings, Lattices and Groups, 3rd edn. Springer, Berlin (1998)Conway, J.H., Sloane, N.J.A.: On the classification of integral quadratic forms. In: Conway, J.H., Sloane, N.J.A. (eds...
Quadratic forms and theu-invariant. II Quadratic forms and the u-invariant II ELMAN R. Invent. Math. 21, 125-137, 1973 R Elman,TY Lam - 《Inventiones Mathematicae》 被引量: 105发表: 1973年 A finiteness theorem for representability of quadratic forms by forms In this article, Conway-Schn...
L-Functions for quadratic forms Purpose - The objective of the study is to derive a classification of export problems of SMEs from developing countries on the basis of a comprehensive lit... HM Stark - 《Advances in Mathematics》 被引量: 75发表: 1971年 Classification theorems for quadratic ...
Quadratic Gaussian Graphon Mean Field Games 26:20 Solving dynamic user equilibrium by mean field routing game with explicit conges 48:09 Understanding data and agents' interaction patterns in large networks using GNNs 50:22 Weak solutions to the master equation of a potential mean field game 57:...
读过 在读 想读 我来写短评 热门 还没人写过短评呢 << 首页 < 前页 后页> > Quadratic Forms and Their Classification by Means of Invariant-Factors 作者: Bromwich, Thomas John I'anson 页数: 60 isbn: 1152578588 书名: Quadratic Forms and Their Classification by Means of Invariant-Factors...
The isometry classification problem occupies a central role in the theory of quadratic and hermitian forms. This article is a survey of results on the problem for quadratic and hermitian forms over a field and also for hermitian and skew-hermitian forms over a noncommutative division algebra with ...
(a social construct) of a person are shown in different forms. In biology, the term sexual dimorphism is a condition where some physical characteristics in individuals from the same specie differ between their sexes. While gender expression is the behaviour or appearance of people which is used ...
In Section 3 we state the Diophantine equation that determines the triad resonance conditions, develop the mapping to elliptic curves and to Minkowski-type of quadratic forms, establish the general solution to the resonance conditions, and explain in detail the computational method of solution, with ...