Open AccessOPERATOR BATAS PADA HOMOLOGI KUBIK
Author(s) -
Sulastri Sulastri
Publication year - 2013
Publication title -
jurnal matematika unand/jurnal matematika unand
Language(s) - English
Resource type - Journals
eISSN - 2721-9410
pISSN - 2303-291X
DOI - 10.25077/jmu.2.4.73-82.2013
Subject(s) - mathematics , homomorphism , homology (biology) , abelian group , singular homology , algebraic number , algebra over a field , operator (biology) , pure mathematics , combinatorics , topology (electrical circuits) , mathematical analysis , biology , biochemistry , repressor , gene , transcription factor
Algebra topology is a concept that classifies topological spaces particularlycubical sets based on the context of the algebraic objects namely homology groups. Atopological problem can also be viewed from the point of view of combinatorics whichcan be simplified to be graphs. In this paper it is discussed about the classification ofthe cubical sets based on its homology groups using the concept of boundary operatorsas homomorphisms of free Abelian groups.