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Sommes Contenant des Coefficients Binomiaux de Gauss

Published online by Cambridge University Press:  20 November 2018

Armel Mercier
Armel Mercier*
Affiliation:
Department Des Sciences Fondamentales, Université Du Québec A Chicoutimi Chicoutimi, P. Que., Canada, G7H 2BI
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Abstract

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Identities containing the Gaussian binomial coefficient are obtained. From these results, we deduce some identities of the combinatorial analysis which contain the binomial coefficient

Keywords

5 A 19A-3508
Type
Research Article
Information
Canadian Mathematical Bulletin , Volume 29 , Issue 2 , 01 June 1986 , pp. 227 - 237
Copyright
Copyright © Canadian Mathematical Society 1986

References

1. Andrews, G.E., The theory of partitions, Encyclopedia of Mathematics and its applications, Addison- Wesley, 1976.Google Scholar
2. Berman, G. and Fryer, K., Introduction to combinatorics, (Academic Press, 1972).Google Scholar
3. Comtet, L., Analyse combinatoire (tome I), Presses Universitaire de France.Google Scholar
4. Mercier, A., Quelques identités de l'analyse combinatoire, Discrete Math., 49 (1984), pp. 139–149.Google Scholar
5. Riordan, J., An introduction to combinatorial analysis, (Princeton University Press, 1978).Google Scholar