Finite Vector Spaces

Research optimality conditions for local weak efficient solution in vector equilibrium problem involving set, inequality and equality constraints with stable functions via contingent derivatives in finite-dimensional spaces. Research optimality conditions for weak, Henig, global and superefficient solutions in vector equilibrium problems with steady. Research second order optimality conditions for weak, Henig, global, super-efficient solutions in vector equilibrium problems with arbitrary functions in terms of contingent epiderivatives in Banach spaces.

26p xacxuoc4321 11-07-2019 17 5   Download

We show that if a field k contains sufficiently many elements (for instance, if k is infinite), and K is an algebraically closed field containing k, then every linear algebraic k-group over K is k-isomorphic to Aut(A ⊗k K), where A is a finite dimensional simple algebra over k. 1. Introduction In this paper, ‘algebra’ over a field means ‘nonassociative algebra’, i.e., a vector space A over this field with multiplication given by a linear map A ⊗ A → A, a1 ⊗ a2 → a1 a2 , subject to no a priori conditions; cf. ...

26p tuanloccuoi 04-01-2013 30 5   Download

Tuyển tập các báo cáo nghiên cứu khoa học hay nhất của tạp chí toán học quốc tế đề tài: Finite vector spaces and certain lattices...

7p thulanh4 11-09-2011 36 2   Download

The purpose of this section is to get a geometric understanding of linear estimation . First. we outline how projections are computed in linear algebra for finite dimensional vectors . Functional analysis generalizes this procedure to some infinite-dimensional spaces (so-called Hilbert spaces). and finally. we point out that linear estimation is a special case of an infinite-dimensional space

19p doroxon 12-08-2010 68 6   Download