Javascript must be enabled to continue!
Regular projective resolutions OF SEMIMODULES
View through CrossRef
In this paper, we present an approach version of semimodule homologies by regular projective resolutions such as define a concept of a regular projective resolution, prove the comparison theorem for semimodules by these resolutions and based them provide cohomology monoids of semimodules.
Title: Regular projective resolutions OF SEMIMODULES
Description:
In this paper, we present an approach version of semimodule homologies by regular projective resolutions such as define a concept of a regular projective resolution, prove the comparison theorem for semimodules by these resolutions and based them provide cohomology monoids of semimodules.
Related Results
Distributive Semimodules: Theory, Properties, and Extensions
Distributive Semimodules: Theory, Properties, and Extensions
This article explores the properties and theorems pertaining to subtractive and distributive semimodules. The focus is on understanding the relations between these characteristics ...
Almost Projective Semimodules
Almost Projective Semimodules
The basis of this paper is to study the concept of almost projective semimodules as a generalization of projective semimodules. Some of its characteristics have been discuss...
Assessing Personality and Psychopathology with Projective Methods
Assessing Personality and Psychopathology with Projective Methods
AbstractResearch findings, which are often ignored, clearly demonstrate that projective tests have value in the assessment process. This chapter addresses their value within a broa...
UN Resolutions as 'Hard-Law' in Armed Conflict
UN Resolutions as 'Hard-Law' in Armed Conflict
The sources of international law, as codified in Article 38 of the Statute of the International Court of Justice (ICJ) – international conventions; international custom; the genera...
K-Regular Matroids
K-Regular Matroids
<p>The class of matroids representable over all fields is the class of regular matroids. The class of matroids representable over all fields except perhaps GF(2) is the class...
On distributive semimodules
On distributive semimodules
This work considers the construction of the concept of distributive property for semimodules. Some characterizations of this property, with some examples are given. Some conditions...
PARQUETS BASED ON A FRACTAL EXTENSION OF A REGULAR PENTAGON
PARQUETS BASED ON A FRACTAL EXTENSION OF A REGULAR PENTAGON
Consider the development of a dodecahedron - a regular polyhedron, the surface of which consists of twelve regular pentagons. Let’s represent the deployment of the dodecahedron in ...
On projective covers of flat semimodules and von Neumann regular rings
On projective covers of flat semimodules and von Neumann regular rings
We show that every flat semimodule having a projective cover coincides with that cover up to isomorphism. Also, we prove that all (finitely generated) semimodules over a semiring [...

