DOIAbstract
AbstractAs the main result of this paper it is proved that each nondiscrete linear variety is polynomially equivalent to a variety of vector spaces
AbstractAs the main result of this paper it is proved that each nondiscrete linear variety is polynomially equivalent to a variety of vector spaces
In this paper, we consider affine varieties in vector space to analyze and understand ...
AbstractThe intersections of the nonnegative orthant in En with pairs of complementary orthogonal su...
Let be a Desarguesian (t−1)--spread of PG(rt−1,q), Π a m-dimensional subspace of PG(rt−1,q) and Λ ...
AbstractAs the main result of this paper it is proved that each nondiscrete linear variety is polyno...
AbstractLet A be a linear transformation on a discrete vector space V over a discrete field k. We ex...
AbstractIn this paper linear sets of finite projective spaces are studied and the “dual” of a linear...
AbstractLet Mn be the algebra of n×n matrices over an algebraically closed field of characteristic z...
In this paper, we consider affine varieties in vector space to analyze and understand the geometric ...
AbstractWe generalize Abhyankar's method of making two algebraic extensions of k(X) linearly disjoin...
『Vorlesungen aus dem Fachbereich Mathematik der Universitat Essen Heft 19』(1990年) p.1-162所収。Keyword:...
AbstractLet V be a finite dimensional vector space over a finite field F. We call two functions f an...
Linear algebra and projective geometryGeared toward upper-level undergraduates and graduate students...
AbstractLet U be an n-dimensional vector space over an algebraically closed field of characteristic ...
Ordinary commutative algebraic geometry is based on commutative polynomial algebras over an algebrai...
AbstractIt is known that for a polynomial automorphism F with strongly nilpotent Jacobian matrix the...
In this paper, we consider affine varieties in vector space to analyze and understand ...
AbstractThe intersections of the nonnegative orthant in En with pairs of complementary orthogonal su...
Let be a Desarguesian (t−1)--spread of PG(rt−1,q), Π a m-dimensional subspace of PG(rt−1,q) and Λ ...
AbstractAs the main result of this paper it is proved that each nondiscrete linear variety is polyno...
AbstractLet A be a linear transformation on a discrete vector space V over a discrete field k. We ex...
AbstractIn this paper linear sets of finite projective spaces are studied and the “dual” of a linear...
AbstractLet Mn be the algebra of n×n matrices over an algebraically closed field of characteristic z...
In this paper, we consider affine varieties in vector space to analyze and understand the geometric ...
AbstractWe generalize Abhyankar's method of making two algebraic extensions of k(X) linearly disjoin...
『Vorlesungen aus dem Fachbereich Mathematik der Universitat Essen Heft 19』(1990年) p.1-162所収。Keyword:...
AbstractLet V be a finite dimensional vector space over a finite field F. We call two functions f an...
Linear algebra and projective geometryGeared toward upper-level undergraduates and graduate students...
AbstractLet U be an n-dimensional vector space over an algebraically closed field of characteristic ...
Ordinary commutative algebraic geometry is based on commutative polynomial algebras over an algebrai...
AbstractIt is known that for a polynomial automorphism F with strongly nilpotent Jacobian matrix the...
In this paper, we consider affine varieties in vector space to analyze and understand ...
AbstractThe intersections of the nonnegative orthant in En with pairs of complementary orthogonal su...
Let be a Desarguesian (t−1)--spread of PG(rt−1,q), Π a m-dimensional subspace of PG(rt−1,q) and Λ ...
Add to ORKG