integer

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Related to Integers: Whole numbers

integer

a whole number; not a fraction.
References in periodicals archive ?
By years end, all exterior signage across the Texas-based companys locations in North America, South America, Europe, and Asia Pacific will feature the Integer logo and corresponding brand logos Greatbatch Medical, Lake Region Medical, and Electrochem as appropriate based on work performed at each site.
In our classroom, the two ways we most typically worked on integers and integer addition involved representing integers as concrete quantities and integer addition as actions on these quantities.
As the successful completion of the tender offer for Integers shares was a condition upon which the tender offer for InPosts shares (announced by the Tenderers on 24 February 2017) could be effected, the Tenderers will tomorrow, 25 April 2017, announce if the condition regarding the tender offer for InPosts shares has been fulfilled.
The structure of the paper is as follows: the next section is a preliminary discussion; the third section describes the formulation of integer programing problem using the proposed model; the fourth section presents some illustrative examples to put on view how the approach can be applied; the last section summarizes the conclusions and gives an outlook for future research.
Long integers cover whole numbers ranging from approximately -2 billion to 2 billion.
There are infinitely many positive squarefree integers d [equivalent to] A mod M for which the class group of Q([square root (-d)]) contains an element of order g.
In a study (Gauss, 1966) reports that congruences are useful to find the divisibility by different integers.
Expansions of 10 presentations from the fifth biennial Integers Conference, held in the southern US state, discuss a range of topics in number theory and combinatorics.
252, Problem 77) is typical of a collection of problems found in courses having a component unit in elementary number theory, especially with regard to number relationships among the positive integers.
Let n and i be two positive integers such that 1 [less than or equal to] i [less than or equal to] n.
We are left with the contradiction that M is the largest characterizable integer, but that M+I is also characterizable.
This Diophantine equation in integers p > 1, q > 1, r > 1 and x, y, z is a generalization of the well-known Fermat equation [x.