| An odd perfect number is defined to be an odd integer that is equal to the sum of its proper divisors. |
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| After graduating in 1939 he began to work for his doctorate on the problem of divisors of almost periodic polynomials. |
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| Amicable numbers come in pairs in which each number is the sum of the proper divisors of the other. |
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| A number is abundant if the sum of its proper divisors is greater than the number itself. |
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| Influenced by Gauss, Smith's most important contributions are in number theory where he worked on elementary divisors. |
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| A pair of amicable numbers is a pair like 220 and 284 such that the proper divisors of one number sum to the other and vice versa. |
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| Chance of inserting hang folders wheel base 39-33, swing or lenghtwise divisors, rounded flank and top. |
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| We also offer flow divisors and sorting systems according to shape, colour or size of the recipient. |
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| If a number equals the sum of its proper divisors, it is said to be a perfect number. |
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| The Sainte-Laguë method uses divisors of 1, 3, 5, 7, etc, and was used in the 2009 European elections in Germany, Latvia and Sweden. |
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| Any positive divisor of n is a product of prime divisors of n raised to some power. |
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| The dimensions offer spaces appropriated to the animal in the island of divisors of cage from the contact among animal and animal. |
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| Already arranged for the inserting of hang folders wheel base 39, chanche to insert hang folders wheel base 33, swing or lenghtwise divisors. |
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| In general, there are two different ways of distributing seats to the assembly: using divisors or a quota. |
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| Prime numbers are integers with no divisors other than 1 and themselves. |
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| Fermat had asked for a cube n such that the sum of the divisors of n is a square, and a square n such that the sum of the divisors of n is a cube. |
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| In this note we consider the problem of integrality of Zariski decompositions for pseudoeffective integral divisors on algebraic surfaces. |
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| A Greek bearing gifts Papandreou's people ReprintsJean-Pierre Bourguignon, director of the Institute of Higher Scientific Studies, says numbers like 12 and 60 are more interesting, because they have more divisors. |
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| The divisors were shown to play similar roles in the algorithms. |
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| F respectively as the Picard group of divisors and as the Jacobian group of holomorphic forms. |
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