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Titlebook: Engineering Mathematics II; Algebraic, Stochasti Sergei Silvestrov,Milica Rančić Conference proceedings 2016 Springer International Publish

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https://doi.org/10.1007/978-3-030-11899-0multiplication law. A notion of Lie algebra can be extended to .-graded structures giving a notion of Lie superalgebra. Analogously a notion of .-Lie algebra can be extended to .-graded structures by means of a graded Filippov identity giving a notion of .-Lie superalgebra. We propose a classificati
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The Biosphere: An Envelope of the Earthntity element of an algebra and . is an integer) induces a structure of graded .-differential algebra, where . is a primitive .th root of unity. A graded .-differential algebra with differential ., which satisfies ., can be viewed as a generalization of graded differential algebra. The subalgebra of
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Polysaccharide Assembly in Eukaryotes,tudy centralizers in certain algebras with valuations. We prove that the centralizer of an element in these algebras is a free module over a certain ring. Under further assumptions we obtain that the centralizer is also commutative.
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The Biosynthesis of Secondary Metabolitesd algebras with . We show that the function algebra is isomorphic to the algebra of all functions on some set. We also describe the commutant of the function algebra and finish by giving an example of piece-wise constant functions on a real line.
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https://doi.org/10.1007/978-1-349-12316-2s under which the moment functionals of interest can be expanded in asymptotic power series with respect to the perturbation parameter are given. We show how the coefficients in these expansions can be computed from explicit recursive formulas. In particular, the results of the present paper have ap
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