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2012•International Journal of Applied Mathematical ResearchOpen access

Computational Model for Cardinality Bounded Multiset Space

Adeku Musa Ibrahim, Absalom E. Ezugwu, Aminu Onimisi Abdulsalami

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Abstract

In [1], manual generation of the elements of multiset space and mathematical models for computing the corresponding frequency numbers were presented.These approaches are quite tedious and amenable to mistakes.In this paper, we develop and implement an efficient algorithm to generate the elements of a cardinality bounded multiset space for and the frequency tables for various values of and .Similarly, graphical representations of the respective output tables are plotted to depict the behavioural patterns of for some finite values of and .

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In [1], manual generation of the elements of multiset space and mathematical models for computing the corresponding frequency numbers were presented.These approaches are quite tedious and amenable to mistakes.In this paper, we develop and implement an efficient algorithm to generate the elements of a cardinality bounded multiset space for and the frequency tables for various values of and .Similarly, graphical representations of the respective output tables are plotted to depict the behavioural patterns of for some finite values of and .

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Available abstract

In [1], manual generation of the elements of multiset space and mathematical models for computing the corresponding frequency numbers were presented.These approaches are quite tedious and amenable to mistakes.In this paper, we develop and implement an efficient algorithm to generate the elements of a cardinality bounded multiset space for and the frequency tables for various values of and .Similarly, graphical representations of the respective output tables are plotted to depict the behavioural patterns of for some finite values of and .

Key concepts: Multiset, Cardinality (data modeling), Bounded function, Mathematics, Space (punctuation), Discrete mathematics, Combinatorics, Algebra over a field

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