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Classification of orthogroups as semilattices of various rectangular groups fulfilling x^(p+1)≈x

open access: yesMathematics for Applications, 2017
Completely regular semigroups whose idempotents form a subsemigroup are called orthodox completely regular semigroups, or brie y orthogroups. In this paper, we characterize orthogroups which are semilattices of various rectangular groups ful lling xp+1 x for a xed prime number p by disjunctions of identities.
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Elastic net regression for the selection of orthogroups predictive of trophic mechanisms in diverse eukaryotes

2022
The last eukaryotic common ancestor (LECA) was a unicellular heterotrophic organism that preyed upon bacteria through a process called phagocytosis. LECA’s descendents have evolved into many eukaryotic supergroups, and over this time endosymbiotic integration of cyanobacteria and then eukaryotic algae into diverse hosts has led to the establishment of ...
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OGGfinder: Accurate Orthogroup Inference for Pan-Gene Families in Complex Genomes

Abstract Accurate inference of orthologous gene groups (OGGs) is a foundational step in comparative genomics, yet existing tools fail to meet the demands of complex allopolyploid genomes. Here, we present OGGfinder, a novel pipeline that integrates sequence similarity with phylogenetic tree topology constraints, a data-driven 5th ...
Fuyan Liu, Hailing Wang
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On the characterization of particular orthogroups by disjunctions of identities

2018
In this thesis, we discuss the characterization of orthogroups by so-called disjunctions of identities. The orthogroups are a subclass of the class of completely regular semigroups, a generalization of the concept of a group. Thus there is for all elements of an orthogroup some kind of an inverse element such that both elements commute.
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Comparative genomic and proteomic analysis reveals orthogroup structured evolution of tick protease inhibitors

Comparative Biochemistry and Physiology Part D: Genomics and Proteomics
Krishnagaanth Mohankumar   +3 more
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