Titlebook: Combinatorial Algebra: Syntax and Semantics; Mark V. Sapir Textbook 2014 Springer International Publishing Switzerland 2014 Burnside-type

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Combinatorial Algebra: Syntax and Semantics978-3-319-08031-4Series ISSN 1439-7382 Series E-ISSN 2196-9922

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Rings, study rings. The first major result proved in this chapter is Shirshov’s height theorem, which is used to prove a theorem of Kaplansky. Then we prove the Dubnov–Ivanov–Nagata–Higman theorem about associative algebras satisfying the identity . . = 0. Unlike semigroups, associative rings satisfying t

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Groups, van Kampen diagrams and explaining basic methods of using them: the bands, the Swiss cheese method and the small cancelation theory. Then we explain Golod’s solution of the unbounded Burnside problem and a road map of Olshanskii’s proof of the Novikov–Adian theorem solving the bounded Burnside prob

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Vote-Independence: A Powerful Privacy Notion for Voting Protocolsd similar attacks, we extend the classical threat model and introduce a new security notion for voting protocols: Vote-Independence. We give a formal definition and analyze its relationship to established privacy properties such as Vote-Privacy, Receipt-Freeness and Coercion-Resistance. In particula

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Methods of pest control,ired in making a choice of methods. In general the orientation of the control project is towards the crop plant population rather than individual plants, so that low levels of pest infestation are acceptable provided that damage levels are low. Obviously with some expensive horticultural crops the w

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Extracellular Microvesicles (ExMVs) in Cell to Cell Communication: A Role of Telocytes,munication involves extracellular microvesicles (ExMVs). Generally, these circular membrane fragments enriched for mRNA, miRNA, proteins, and bioactive lipids are released by exocytosis from endosomal compartment or are directly formed by budding from cell surface membranes. ExMVs from endosomal com

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