infinite group


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infinite group

[′in·fə·nit ′grüp]
(mathematics)
A group that contains an infinite number of distinct elements.
References in periodicals archive ?
In case of other infinite groups this strategy is not well-defined.
For any positive integer k [greater than or equal to] 3, there exist infinite group positive integers
Kurdachenko has authored more than 150 journal articles on the topics of infinite-dimensional linear groups, infinite groups, and module theory.
During the Fourth International Conference on Number Theory and the Smarandache Problems, Professor Zhang Wenpeng asked us to study such a problem: For any positive integer k, whether there exist infinite group positive integers ([m.
The main purpose of this paper is using the elementary method to prove that for each k [greater than or equal to] 4, there exist infinite group positive integers ([m.
Under the Master Services agreement with Dell's Professional Services organization, Infinite Group, Inc.
For example, Jozsef Sandor [4] proved that for any positive integer k [greater than or equal to] 2, there exist infinite group positive integers ([m.
Infinite Group will deliver an enterprise virtual-hosted environment for the Mississippi Department of Finance and Administration (DFA), who will use Stimulus360 to comply with a number of requirements for receiving and dispersing funding received via the American Recovery and Reinvestment Act (ARRA) enacted by Congress on February 17, 2009.
In this paper, we using the elementary method to study this problem, and prove that for any integer n [greater than or equal to] 1, the inequality has infinite group positive integer solutions ([x.
Upson will provide strategic guidance to Infinite Group, Inc.
Cloud-Cast, the cloud computing division of Infinite Group, Inc.

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