New Models of Genetic Algorithms Using the Dihedral Group - Abbass, Husein Hadi;Salman, Hussein;Hussein, Mohammed
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In this book, we find a Markov basis B and toric ideals for (n^2-3n)/3×3×n/3 - contingency tables with fixed two dimensional marginals, n is a multiple of 3 greater than or equal 6, also we give a new model of permutation the pieces of nucleotides in aligned DNA sequences. Then we used the action of the largest subgroup H of dihedral group D_n on these contingency tables and B to find six types of (n^2-3n)/3×3×n/3 - contingency tables with fixed two dimensional marginal, such that the Markov basis B for (n^2-3n)/3×3×n/3 - contingency tables is H invariant, from these types a new model of…mehr

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Produktbeschreibung
In this book, we find a Markov basis B and toric ideals for (n^2-3n)/3×3×n/3 - contingency tables with fixed two dimensional marginals, n is a multiple of 3 greater than or equal 6, also we give a new model of permutation the pieces of nucleotides in aligned DNA sequences. Then we used the action of the largest subgroup H of dihedral group D_n on these contingency tables and B to find six types of (n^2-3n)/3×3×n/3 - contingency tables with fixed two dimensional marginal, such that the Markov basis B for (n^2-3n)/3×3×n/3 - contingency tables is H invariant, from these types a new model of genetic algorithm of permutation of the pieces of Nucleotides in aligned DNA sequences is given.
Autorenporträt
A Prof. Husein Hadi Abbass is the Dean Assistant post for Scientific Affairs in the Faculty of Computer Science and Mathematics university of Kufa - Iraq. He obtained master's degree in applied mathematics from the Technology University in Iraq in 1995. He has publications in Algebra, MV-algebra,Image Processing ,Algebraic Statistics,Fuzzy maths