Quotient of subspace theorem - meaning and definition. What is Quotient of subspace theorem
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What (who) is Quotient of subspace theorem - definition


Quotient of subspace theorem         
In mathematics, the quotient of subspace theorem is an important property of finite-dimensional normed spaces, discovered by Vitali Milman.The original proof appeared in .
Subspace theorem         
POINTS OF SMALL HEIGHT IN PROJECTIVE SPACE LIE IN A FINITE NUMBER OF HYPERPLANES
Schmidt's subspace theorem; Schmidt subspace theorem
In mathematics, the subspace theorem says that points of small height in projective space lie in a finite number of hyperplanes. It is a result obtained by .
Linear subspace         
  • The vectors '''u''' and '''v''' are a basis for this two-dimensional subspace of '''R'''<sup>3</sup>.
  • Example II Illustrated
  • In '''R'''<sup>3</sup>, the intersection of two distinct two-dimensional subspaces is one-dimensional
SUBSET OF A VECTOR SPACE THAT FORMS A VECTOR SPACE ITSELF
Linear Algebra/Subspace; Linear algebra/Subspace; Vector subspace; Subspace (linear algebra); Lineal set
In mathematics, and more specifically in linear algebra, a linear subspace, also known as a vector subspace pp. 16-17, § 10The term linear subspace is sometimes used for referring to flats and affine subspaces.