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Anticommutative derivation alternator rings
1988An anticommutative derivation alternator ring (or algebra) A is characterized by the property that \(R(a)^ 2\) is a derivation of A for every a in A; here R(a) denotes right multiplication by a. The investigation of these rings is motivated by a result of \textit{I. R. Hentzel}, \textit{L. Hogben} and \textit{H. F. Smith} [Commun. Algebra 8, 1997- 2014
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Alternative splicing: a pivotal step between eukaryotic transcription and translation
Nature Reviews Molecular Cell Biology, 2013Ignacio E Schor +2 more
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The recent formation of Saturn's moonlets from viscous spreading of the main rings
Nature, 2010Sébastien Charnoz +2 more
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Origin of Saturn’s rings and inner moons by mass removal from a lost Titan-sized satellite
Nature, 2010Robin Canup
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Biosynthesis and Metabolism of Cyclopropane Rings in Natural Compounds
Chemical Reviews, 2003Ludger A Wessjohann +2 more
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Mechanisms of alternative splicing regulation: insights from molecular and genomics approaches
Nature Reviews Molecular Cell Biology, 2009Mo Chen
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Evaluating complementary and alternative therapies for cancer patients
Ca-A Cancer Journal for Clinicians, 1999exaly
Alternative Therapies for Curing Cancer: What Do Patients Want? What Do Patients Need?
Ca-A Cancer Journal for Clinicians, 2001exaly
Flexible derivation alternator rings
Communications in Algebra, 1980I.R. Hentzel, L. Hogben, H.F. Smith
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GROWING INTEREST IN COMPLEMENTARY AND ALTERNATIVE CANCER THERAPIES
Ca-A Cancer Journal for Clinicians, 2004exaly