Talk:Integer
Talk:Integer What was described here before is entirely inaccurate - the whole numbers are the nonnegative integers, not the other way around, and ... are discussing the way that the word integer is used in the context of computers ... storage of the numbers in computer memory. integer is commonly used for either the numbers ... n or k are commonly used for integer variables, z is commonly used for ...
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On-Line Encyclopedia of Integer Sequences
On-Line Encyclopedia of Integer Sequences The On-Line Encyclopedia of Integer Sequences (OEIS) is an extensive searchable database of integer sequences, freely available on the Web. OEIS records information on integer sequences of interest to both professional mathematicians ... by subsequence. History Neil Sloane started collecting integer sequences as a student in the ...
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Division algorithm
... denotes the absolute value of d. The integer q is called the quotient r is ... claim that S contains at least one nonnegative integer. There are two cases to consider. If ... by the Archimedean property, there is a nonnegative integer n such that (−d)n ≥ ...
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Talk:Modular arithmetic/archive2
... will always result in a non-negative integer. If you define it that way. The ... way, yes it will give you a nonnegative integer. If you define it another way, it ... pick n-1 integers such that every integer is congruent to exactly one. Revolver Now ... this is the remainders you want for nonnegative integers, I'm just saying if ...
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Talk:Function (mathematics)
... of all natural numbers, that pairs each integer x with its square x². Another example ... of all natural numbers, that pairs each integer x with its square x². Another example ... old intuitions about functions to things like integer and non-numeric functions, functionals, differential operators ... the notion of "real number" or even "integer number". Once they got the idea of ... number, is surjective on the set of nonnegative real numbers, but not on the ...
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Decimal representation
... math> where $a\_0$ is a nonnegative integer, and $a\_1,\; a\_2,\; \backslash dots$ are ... to say, $a\_0$ is the integer part of $r$, not necessarily ... x\geq 0. Then for every integer $n\backslash geq\; 1$ there is ... Let S be the set of all nonnegative integers $\backslash leq\; x$. Then ...
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Talk:Negative and non-negative numbers
... much sense to merge Positive number and Nonnegative into Negative number. They're not the ... should be moved to either number or integer where negative numbers can be discussed in ... could talk about the common issues, while Integer would deal with the specific properties of ... the material specific to those articles, to Integer, and to Computer numbering formats is taken ... different signs" some comments on the folllowing : nonnegative can be defined as desired, but " ...
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Negative binomial distribution
... omega}} \! where λ and ω are nonnegative real parameters. Under this parameterization, we have ... the special case where r is an integer, the negative binomial distribution is known as ... negative binomial distribution, then for any positive integer n, there exist independent identically distributed random ... bears the same relationship to the negative-integer-exponent case of the binomial theorem that ... the binomial distribution bears to the positive-integer-exponent case. Assume p + q = 1. ...
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Hurwitz quaternion
... In mathematics, a Hurwitz quaternion (or Hurwitz integer) is a quaternion whose components are either ... quaternions H. A Lipschitz quaternion (or Lipschitz integer) is a quaternion whose components are all ... carrying over the concept of an algebraic integer. The norm of a Hurwitz quaternion, given ... 2+d^2, is always an integer. By a theorem of Lagrange every nonnegative integer can be written as a ...
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Fermat number
... who first studied them, is a positive integer of the form $F\_\{n\}\; =\; 2\; ...\; n\}\; +\; 1$ where n is a nonnegative integer. The first eight Fermat numbers are (sequence ... k < 2 m . If there is an integer a such that $a^\{(N-1\; ...\; n\; \ge \; 3\; be\; a\; positive\; odd$integer. Then n is a Fermat prime ...
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