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Exactness of Proximal Group Homomorphisms
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This research introduces groups in proximity spaces which endowed with a proximity relation. Two penultimate choices for such relations are the Efremovic (EF) proximity relation and its extension, namely, the descriptive EF-proximity relation. There is a strong relationship between sets (groups) and set (group) descriptions. Therefore, in this paper we consider this relationship via exactness of descriptive homomorphisms between ordinary descriptive groups and meta-descriptive groups. The definition of a short exact sequence of descriptive homomorphisms is given. Then, results were obtained giving the relationships between the two short exact sequences.
Title: Exactness of Proximal Group Homomorphisms
Description:
This research introduces groups in proximity spaces which endowed with a proximity relation.
Two penultimate choices for such relations are the Efremovic (EF) proximity relation and its extension, namely, the descriptive EF-proximity relation.
There is a strong relationship between sets (groups) and set (group) descriptions.
Therefore, in this paper we consider this relationship via exactness of descriptive homomorphisms between ordinary descriptive groups and meta-descriptive groups.
The definition of a short exact sequence of descriptive homomorphisms is given.
Then, results were obtained giving the relationships between the two short exact sequences.
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