Correction to: WERF Endometriosis Phenome and Biobanking Harmonisation Project for Experimental Models in Endometriosis Research (EPHect-EM-Homologous): homologous rodent models. [PDF]
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Meiotic Recombination May Be Initiated by Copy Choice During DNA Synthesis Rather than Break/Join Mechanism. [PDF]
Jia L, Yin N, Wang X, Li J, Li L.
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Harnessing subtractive genomics for drug target identification in Streptococcus agalactiae serotype v (atcc baa-611 / 2603 v/r) strain: An in-silico approach. [PDF]
Chowdhury ARK +4 more
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Using homologous network to identify reassortment risk in H5Nx avian influenza viruses. [PDF]
Gong R, Feng Z, Zhang Y.
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When is homology not homology? [PDF]
Although genes have specific phenotypic consequences in a given species, this functional relationship can clearly change during the course of evolution. Many cases of evolutionary dissociations between homologous genes and homologous morphological features are now known.
Gregory A. Wray, Ehab Abouheif
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AbstractHomology in cladistics is reviewed. The definition of important terms is explicated in historical context. Homology is not synonymous with synapomorphy: it includes symplesiomorphy, and Hennig clearly included both plesiomorphy and synapomorphy as types of homology.
Kevin C, Nixon, James M, Carpenter
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Homologous tails? Or tales of homology?
BioEssays, 2000Classical mutations at the mouse Brachyury (T) locus were discovered because they lead to shortened tails in heterozygous newborns. no tail (ntl) mutants in the zebrafish, as their name suggests, show a similar phenotype. In Drosophila, mutants in the brachyenteron (byn) gene disrupt hindgut formation.
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Homological stability for completed homology
Mathematische Annalen, 2015We prove that the completed homology groups of $$\mathrm {GL}_n(\mathbf {Z})$$ in fixed degree stabilize as N goes to infinity.
Matthew Emerton, Frank Calegari
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Homology and persistent homology
2020Treballs Finals de Grau de Matemàtiques, Facultat de Matemàtiques, Universitat de Barcelona, Any: 2020, Director: Francisco Belchí ...
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FLOER HOMOLOGY AND INVARIANTS OF HOMOLOGY COBORDISM
International Journal of Mathematics, 1998By using surgery techniques, we compute Floer homology for certain classes of integral homology 3-spheres homology cobordant to zero. We prove that Floer homology is two-periodic for all these manifolds. Based on this fact, we introduce a new integer valued invariant of integral homology 3-spheres.
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