Generating Function For the Number of Summand Size Restricted Compositions


Abstract views: 25 / PDF downloads: 49

Authors

  • Busra Al Akdeniz University
  • Mustafa Alkan Akdeniz University

DOI:

https://doi.org/10.59287/icmar.1300

Keywords:

Compositions of an Integer, Partitions of an Integer, Recurrence Relation, Sets of Compositions of an Integer, Restricted Compositions

Abstract

In this paper, we explored constrained partition with the help of previously defined notations and sets for partition and compositions. We defined clusters for the summand size restricted compositions. Finally, we obtained the generating function for the number of summand size restricted compositions.

Author Biographies

Busra Al, Akdeniz University

Department of Computer Technologies and Programming/Manavgat Vocational School, 
Turkey

Mustafa Alkan, Akdeniz University

Department of Mathematics/Faculty of Science, Turkey

Downloads

Published

2023-08-02

How to Cite

Al, B., & Alkan, M. (2023). Generating Function For the Number of Summand Size Restricted Compositions. International Conference on Modern and Advanced Research, 306–308. https://doi.org/10.59287/icmar.1300

Conference Proceedings Volume

2023: International Conference on Modern and Advanced Research

Section

Conference Papers