Titlebook: Evolution Algebras and their Applications; Jianjun Paul Tian Book 2008 Springer-Verlag Berlin Heidelberg 2008 Algebraic structure.Group th

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Evolution Algebras and their Applications978-3-540-74284-5Series ISSN 0075-8434 Series E-ISSN 1617-9692

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What Is an Entrepreneurial Ecosystem? neutral Wright-Fisher models in population genetics, the reproduction of bacteria involved by bacteriophages, asexual reproduction or generally non-Mendelian inheritance, and Markov chains. Therefore, we defined it as a type of new algebra — the evolution algebra. Evolution algebras are nonassociat

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Michael Schefczyk,Frank Pankotsch say an evolution algebra defined by a Markov chain is a Markov evolution algebra. Every property of a Markov chain can be redefined by its Markov evolution algebra. In other words, properties of Markov chains can be revealed by studying their evolution algebras. Moreover, Markov chains, as a type o

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Financial Planning and Forecastingian genetics motivated the development evolution algebras. In section 2, we review the basic biological components of non-Mendelian genetics and the inheritance of organelle genes; we also give a general algebraic formulation of non-Mendelian genetics. In section 3, we use evolution algebras to stud

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Entrepreneurial Finance in Emerging Marketsiled proofs for most of the results, although some explanations or brief proofs are given. To promote further study and better understanding of the significance of evolution algebras, we also put forward some interesting open problems and related research topics.

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