HOMOLOGIC Meaning and
Definition
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Homologic, also spelled homological, is an adjective that is primarily used in the field of mathematics and specifically in algebraic topology. It refers to the relationship or property of being homologous, which involves the existence of an abstract correspondence between different algebraic or geometric structures.
In algebraic topology, homology theory is concerned with the study of the homology groups of spaces. Homologic refers to the property of having similar or equivalent homology groups. Two objects or spaces are said to be homologic when they possess isomorphic or equivalent homology groups, indicating similarities in their underlying structures.
The concept of homology is also encountered in other areas of mathematics, such as in algebra, geometry, and category theory. In these contexts, homologic describes the existence of structural similarities or relations between different mathematical objects or structures. For example, in algebraic geometry, one might study the relationship between different algebraic cycles on a variety, and determine if they are homologic.
Beyond mathematics, the term homologic is rarely used, and its meaning may vary depending on the context. However, it generally refers to a property or relationship that is based on similarities or equivalences in structure or composition.
Common Misspellings for HOMOLOGIC
- gomologic
- bomologic
- nomologic
- jomologic
- uomologic
- yomologic
- himologic
- hkmologic
- hlmologic
- hpmologic
- h0mologic
- h9mologic
- honologic
- hokologic
- hojologic
- homilogic
- homklogic
- homllogic
- homplogic
Etymology of HOMOLOGIC
The word "homologic" is derived from the Greek roots "homos" meaning "same" and "logos" meaning "word" or "reasoning". In biology and genetics, "homologic" refers to structures or sequences that are similar or corresponding to each other, usually in the context of homologous chromosomes, genes, or traits that share a common evolutionary origin.
Similar spelling words for HOMOLOGIC
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