Homology (biology)
In evolutionary biology , homology has come to mean any similarity between character biology characters that is due to their common descent shared ancestry . There are examples in different branches of biology ..
Homology
Wiktionary homologyHomology may refer to Homology anthropology , analogy between human beliefs, practices or artifacts due to genetic or historical connections. Homologybiology similar structures due ..
Protein homology
Protein homology refers to homologybiologyhomology between different proteins, meaning that the proteins ... duplicated in the genome parology . See homologybiology for more information. Biochem stub Category ..
Deep homology
In evolutionary developmental biology , the concept of deep homology is used to describe cases where ... that are HomologybiologyHomology of sequences in genetics homologous and deeply Conserved ..
Homology manifold
In mathematics , a homology manifold or generalized manifold is a locally compact topological space X that looks locally like a topological manifold from the point of view of homology theory . Definition ..
Cyclic homology
In homological algebra , cyclic homology and cyclic cohomology are co homology theories for associative ... homology of a ring A over a field of characteristic mathematics characteristic zero, denoted HC sub ..
Reduced homology
In mathematics , reduced homology is a minor modification made to homology theory in algebraic topology , designed to make a point have all its homology group s zero. This change is required to make statements ..
Homology sphere
In algebraic topology , a homology sphere is an n manifold X having the homology group s of an n sphere ... group perfect see Hurewicz theorem . A rational homology sphere is defined similarly but we use homology ..
Simplicial homology
In mathematics , in the area of algebraic topology , simplicial homology is a theory with a finitary definition, and is probably the most tangible variant of homology theory . Simplicial homology concerns ..
Floer homology
Floer homology is a mathematical tool used in the study of symplectic geometry and low dimensional topology ..., Floer homology is a novel homology theory arising as an infinite dimensional analog of finite dimensional ..
Homology theory
In mathematics , homology theory is the axiom atic study of the intuitive geometric idea of homology of cycles on topological space s. It can be broadly defined as the study of Homology mathematics homology ..
Homology (anthropology)
In anthropology and archaeology , homology is a type of analogy whereby two human beliefs, practices ... or history historical connections. Specifically in anthropology, a homology is a structure that is shared ..
Morse homology
In mathematics , specifically in the field of differential topology , Morse homology is a homology theory ... homology . Morse homology also serves as a model for the various infinite dimensional generalizations ..
K-homology
In mathematics , K homology is a homology mathematics homology theory on the Category mathematics category ... mathcal H , F, Gamma . math References N. Higson and J. Roe, Analytic K homology . Oxford University ..
Hochschild homology
In mathematics , Hochschild homology is a homology theory for associative algebra ring theory algebras over ring mathematics rings . There is also a theory for Hochschild homology of certain functor functors ..
Khovanov homology
In mathematics , Khovanov homology is a homology theory for knot mathematics knots and links . It may .... The Khovanov homology of L is then defined as the homology H L of this complex C L , and its graded ..
Singular homology
In algebraic topology , a branch of mathematics , singular homology refers to the study of a certain set of topological invariant s of a topological space X , the so called homology groups math H n X math ..
Relative homology
In algebraic topology , a branch of mathematics , the singular homology of a topological space relative to a subspace is a construction in singular homology , for pairs of spaces . The relative homology ..
Homology (mathematics)
In mathematics especially algebraic topology and abstract algebra , homology in Greek language Greek ... group . See homology theory for more background, or singular homology for a concrete version ..
Intersection homology
In topology , a branch of mathematics , intersection homology is a generalization of homology theory ... L sup 2 sup cohomology . Goresky MacPherson approach The homology group s of a compact, oriented ..
Cellular homology
In mathematics , cellular homology in algebraic topology is a homology theory for CW complex es. It agrees with singular homology , and can provide an effective means of computing homology modules. If X ..
Polar homology
In complex geometry , a polar homology is a group which captures holomorphic invariants What s that? of a complex manifold in a similar way to usual Homology mathematics homology of a manifold in differential ..
Pushforward (homology)
function . Then math f math induces a homomorphism between the homology group s math f H n ... induced by math f math . Definition for singular and simplicial homology We build the pushforward ..
Homology modeling
In protein structure prediction , homology modeling , also known as comparative modeling , is a class ... acid sequence the query sequence or target . Almost all homology modeling techniques rely on the identification ..
Homology (sociology)
would like to hang on to the notion of homology in a qualified sense. For it seems likely that some ..
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