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1. Homology: Homology involves the theory that macroevolutionary relationships can be demonstrated by the similarity in the anatomy and physiology of different animals. Creation scientists claim that similarity can just as readily be explained by a common Designer as common ancestry, and ... [100%] 2023-03-03 [Biology] [Science]...
2. Homology (psychology): Homology in psychology, as in biology, refers to a relationship between characteristics that reflects the characteristics' origins in either evolution or development. Homologous behaviors can theoretically be of at least two different varieties. (Philosophy) [100%] 2023-12-04 [Evolutionary biology]
3. Homology: Homology, also known as comparative anatomy, in biology is the occurrence and study of shared traits between different taxa due to common descent. The term homology was coined by the infamous British paleontologist and anatomist Richard Owen in 1845, and ... [100%] 2024-01-09 [Biology] [Anatomy]...
4. Homology: in projective geometry An automorphism of the projective plane that leaves fixed all the points of a given straight line (the homology axis) and maps onto themselves all the lines through exactly one fixed point (the homology centre). If the ... (Mathematics) [100%] 2023-01-21
5. Homology (sociology): Homologies are "structural 'resonances'...between the different elements making up a socio-cultural whole." (Middleton 1990, p. 9) Examples include Alan Lomax's cantometrics, which: Richard Middleton (1990, p. (Social) [100%] 2024-06-26 [Sociological terminology]
6. Homology, Homotopy and Applications: Homology, Homotopy and Applications is a peer-reviewed delayed open access mathematics journal published by International Press. It was established in 1999 and covers research on algebraic topology. [87%] 2023-05-14 [Mathematics journals]
7. Horology: The science of the measurement of time. Portions of time are distinguished in the first chapter of Genesis. The term "from time to time" (I Chron. (Jewish encyclopedia 1906) [87%] 1906-01-01 [Jewish encyclopedia 1906]
8. Homolois: A daughter of Niobe. [75%] 2008-02-01
9. Homolovi: Homolovi or Homolovi State Park (formerly: Homolovi Ruins State Park) is a cluster of archaeological sites that contains the ruins of eight pre-Columbian Ancestral Puebloan (Anasazi) and Hopi pueblos in addition to some 300 other remains and petroglyphs. Homolovi ... [75%] 2018-10-09
10. Henology: Henology (from Ancient Greek ἕν (hen) 'one') refers to the philosophical account or discourse on The One that appears most notably in the philosophy of Plotinus. Reiner Schürmann describes it as a "metaphysics of radical transcendence" that extends beyond being and ... (Philosophical discourse surrounding "The One") [75%] 2024-01-10 [Concepts in ancient Greek metaphysics] [Metaphysics of mind]...
11. Homología: Homología puede referirse a. [75%] 2023-08-23
12. Henology: Henology (from grc ἕν (hen) 'one') refers to the philosophical account or discourse on The One that appears most notably in the philosophy of Plotinus. Reiner Schürmann describes it as a "metaphysics of radical transcendence" that extends beyond being and intellection. (Philosophy) [75%] 2024-01-09 [Metaphysics of mind] [Monism]...
13. Homotopy: In topology for two topological spaces X {\displaystyle X} and Y {\displaystyle Y} two continuous maps f , g : X → Y {\displaystyle f,g:X\to Y} are called homotopic if there is a continuous map F : X × [ 0 , 1 ] → Y ... [75%] 2022-04-29
14. Hymnology: Sacred Music The 1000 Songs Project This project is an attempt to create a taxonomy of songs intended for congregational singing in a Christian church. It will be built and maintained by students, and then used as a resource and ... [75%] 2024-01-10 [Religion] [Music]...
15. Homotopy: of two continuous mappings $ f,\ g : \ X \rightarrow Y $ A formalization of the intuitive idea of deformability of one mapping into another. More exactly, two mappings $ f $ and $ g $ are called homotopic (denoted by $ f \sim g $ ) if there exists ... (Mathematics) [75%] 2023-02-14
16. Homotopy: In topology, a branch of mathematics, two continuous functions from one topological space to another are called homotopic (from Ancient Greek: ὁμός homós "same, similar" and τόπος tópos "place") if one can be "continuously deformed" into the other, such a deformation being ... (Continuous deformation between two continuous functions) [75%] 2023-04-17 [Homotopy theory] [Theory of continuous functions]...
17. Cellular homology: In mathematics, cellular homology in algebraic topology is a homology theory for the category of CW-complexes. It agrees with singular homology, and can provide an effective means of computing homology modules. [70%] 2024-01-10 [Homology theory]
18. Spectral homology: The inverse limit $$ \check{H} _ {n} (X; G) = \mathop{\rm lim} _ \leftarrow H _ {n} ( \alpha ; G) $$ of homology groups with coefficients in the Abelian group $ G $ of nerves of open coverings $ \alpha $ of a topological space $ X ... (Mathematics) [70%] 2023-10-02
19. Intersection homology: For non-singular complex projective algebraic varieties there are a number of (co)homological properties, such as Poincaré duality, Hodge decomposition, hard Lefschetz theorem $ \dots $ that are no longer true for the ordinary (co)homology of singular varieties. Intersection (co)homology ... (Mathematics) [70%] 2023-10-17
20. K-homology: In mathematics, K-homology is a homology theory on the category of locally compact Hausdorff spaces. It classifies the elliptic pseudo-differential operators acting on the vector bundles over a space. [70%] 2023-04-10 [K-theory] [Homology theory]...