Results 281 to 290 of about 2,356,447 (321)
KPop: accurate and scalable comparative analysis of microbial genomes by sequence embeddings. [PDF]
Didelot X, Ribeca P.
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Italian Adaptation of the Revised Multicultural Ideology Scale (MCI-r). [PDF]
Parisse C+4 more
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Prehabilitation: Are There Sex- and Gender-Specific Issues in Surgery Preparation?
Angarita-Fonseca A, Pilote L.
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Network models reveal high-dimensional social inferences in naturalistic settings beyond latent construct models. [PDF]
Lu J, Lin C.
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Approximations of pythagorean fuzzy sets over dual universes by soft binary relations
Journal of Intelligent & Fuzzy Systems, 2021Yager introduced the Pythagorean Fuzzy Set (PFS) to deal with uncertainty in real-world decision-making problems. Binary relations play an important role in mathematics as well as in information sciences.
Muhammad Asim Bilal, M. Shabir
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A Simple Parallel Algorithm for Natural Joins on Binary Relations
International Conference on Database Theory, 2020In PODS'17, Ketsman and Suciu gave an algorithm in the MPC model for computing the result of any natural join where every input relation has two attributes.
Yufei Tao
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Journal of Mathematical Biology, 2016
The concepts of orthology, paralogy, and xenology play a key role in molecular evolution. Orthology and paralogy distinguish whether a pair of genes originated by speciation or duplication.
Marc Hellmuth, P. Stadler, N. Wieseke
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The concepts of orthology, paralogy, and xenology play a key role in molecular evolution. Orthology and paralogy distinguish whether a pair of genes originated by speciation or duplication.
Marc Hellmuth, P. Stadler, N. Wieseke
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The clone relation of a binary relation
Information Sciences, 2017Abstract In a recent paper, De Baets et al. introduced the clone relation of a strict order relation. Two elements of a poset are said to be a pair of clones (or to be clones) if every other element that is greater (resp. smaller) than one of them is also greater (resp. smaller) than the other one.
Hassane Bouremel+3 more
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Hypergroups and binary relations
Algebra Universalis, 2000The paper deals with a binary relation R on a set H, where the Rosenberg partial hypergroupoid H R is a hypergroup. It proves that if H R is a hypergroup, S is an extension of R contained in the transitive closure of R and
CORSINI, Piergiulio, LEOREANU V.
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