AbstractWe define and study algebraically flat algebras in order to have a better understanding of algebraically projective algebras of finite type (the projective algebras of literature). A close examination of the differential properties of these algebras leads to our main structure theorem. As a corollary, we get that an algebraically projective algebra of finite type over a field is either a polynomial ring or the affine algebra of a complete intersection
We introduce the notion of relation type of an affine algebra and prove that it is well defined by u...
Abstract. The purpose of this note is to give a fast introduction to some problems of homological an...
In this article we further develop field theory in Mizar [1], [2], [3] towards splitting fields. We ...
AbstractWe define and study algebraically flat algebras in order to have a better understanding of a...
AbstractWe investigate the class of rings over which every finitely generated flat right module is p...
In this thesis, we investigate those properties of an algebraic set that are determined by its parti...
We investigate the class of rings over which every finitely generated flat right module is projectiv...
AbstractSemiadditive rings are defined and their relationship with the projective planes is studied....
AbstractWe introduce an algebraic formalism, called “affine algebra”, which corresponds to affine ge...
In this paper we address some algorithmic problems related to computations in finite-dimensional ass...
summary:We prove that finite flat digraph algebras and, more generally, finite compatible flat algeb...
Affine Algebraic Geometry is the study of affine spaces An and of algebraic varieties which resemble...
The purpose of this thesis is to define the basic objects of study in algebraic geometry, namely, sc...
Open algebraic surfaces are a synonym for algebraic surfaces that are not necessarily complete. An o...
A finite projective plane, or more generally a finite linear space, has an associated incidence comp...
We introduce the notion of relation type of an affine algebra and prove that it is well defined by u...
Abstract. The purpose of this note is to give a fast introduction to some problems of homological an...
In this article we further develop field theory in Mizar [1], [2], [3] towards splitting fields. We ...
AbstractWe define and study algebraically flat algebras in order to have a better understanding of a...
AbstractWe investigate the class of rings over which every finitely generated flat right module is p...
In this thesis, we investigate those properties of an algebraic set that are determined by its parti...
We investigate the class of rings over which every finitely generated flat right module is projectiv...
AbstractSemiadditive rings are defined and their relationship with the projective planes is studied....
AbstractWe introduce an algebraic formalism, called “affine algebra”, which corresponds to affine ge...
In this paper we address some algorithmic problems related to computations in finite-dimensional ass...
summary:We prove that finite flat digraph algebras and, more generally, finite compatible flat algeb...
Affine Algebraic Geometry is the study of affine spaces An and of algebraic varieties which resemble...
The purpose of this thesis is to define the basic objects of study in algebraic geometry, namely, sc...
Open algebraic surfaces are a synonym for algebraic surfaces that are not necessarily complete. An o...
A finite projective plane, or more generally a finite linear space, has an associated incidence comp...
We introduce the notion of relation type of an affine algebra and prove that it is well defined by u...
Abstract. The purpose of this note is to give a fast introduction to some problems of homological an...
In this article we further develop field theory in Mizar [1], [2], [3] towards splitting fields. We ...
DOI
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