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Criteria for Divisibility

by

Vorobyov, N. N., Levine, Daniel A., McLarnan, Timothy

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Criteria for Divisibility, ISBN 9780226865164 Own This Book? Sell It
ISBN-13:

9780226865164

ISBN:

0226865169

Publisher: University of Chicago Press Summary: N. N. Vorob'ev's Criteria for Divisibility introduces the high school or early college student to a specific number-theoretic topic and explains the general mathematical structures which underlie the particular concepts discussed. Vorob'ev discusses the ideas of well-ordered sets, partial and linear orderings, equivalence relations, equivalence classes, algorithms, and the relationship between the determinability of  [read more]
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  • Seller: Better World BooksRecommended Seller
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    Shows some signs of wear, and may have some markings on the
    inside. 100% Money Back Guarantee. Shipped to over one
    million happy customers. Your purchase benefits world litera [more]

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Product Details
ISBN-13:

9780226865164


ISBN:

0226865169


Publisher: University of Chicago Press

N. N. Vorob'ev's Criteria for Divisibility introduces the high school or early college student to a specific number-theoretic topic and explains the general mathematical structures which underlie the particular concepts discussed. Vorob'ev discusses the ideas of well-ordered sets, partial and linear orderings, equivalence relations, equivalence classes, algorithms, and the relationship between the determinability of algorithms defined on the integers and the well-ordering principle. All this is done comprehensively with the help of a unique plan for study which encourages the student to skip large sections of the book on first reading and return to them later. The more general and conceptually challenging material appears in small print, so that the student must have a good grasp of the number-theoretic concepts on which the generalizations are based before making the step to generalization. The booklet provides both specific knowledge in a particular field of mathematical investigation and a fine basis on which to continue studies in mathematics.

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