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Sinopsis
For graduate students and practitioners in pure and applied mathematics, deals with the advanced field of mathematics known as classical algebraic hyperstructures with at least one hyperoperation. Explores the representations of hypergroups through generalized permutations and hypermatrices using the smallest equivalence relations in hyperstructures under which the quotient yields a corresponding structure. Also introduces several new classes of hyperstructures. Annotation copyright Book News, Inc. Portland, Or.
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Reseña del editor
For graduate students and practitioners in pure and applied mathematics, deals with the advanced field of mathematics known as classical algebraic hyperstructures with at least one hyperoperation. Explores the representations of hypergroups through generalized permutations and hypermatrices using the smallest equivalence relations in hyperstructures under which the quotient yields a corresponding structure. Also introduces several new classes of hyperstructures. Annotation copyright Book News, Inc. Portland, Or.
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