All Title Author
Keywords Abstract

The Movement of Orbits and Their Effect on the Encoding of Letters in Partition Theory

DOI: 10.4236/oalib.1105834, PP. 1-7

Keywords: Partition Theory, Encoding, E-Abacus Diagram

Full-Text   Cite this paper   Add to My Lib


This research aims to study the movement of orbits proposed by Mohammed et al. in 2015 and 2016, and their impact on the encoding of letters adopted by Mahmood and Mahmood in 2019 in order to make the latter more difficult when read in the theory of partition.


[1]  Mathas (1999) Iwahori-Hecke Algebras and Schur Algebras of the Symmetric Group. Univ. Lecture Series, Vol. 15.
[2]  James, G. (1978) Some Combinatorial Results Involving Young Diagrams. Mathe-matical Proceedings of the Cambridge Philosophical Society, 83, 1-10.
[3]  Mahommed, E.F., Ahmad, N., Ibrahim, H. and Mahmood, A.S. (2015) Embedding Chain Movement in James Diagram for Partitioning Beta Number. AIP Conference Proceedings, 1691, 040019.
[4]  Mahommed, E.F., Ahmad, N., Ibrahim, H. and Mahmood, A.S. (2016) Nested Chain Movement of Length 1 of Beta Number in James Abacus Diagram. Global Journal of Pure and Applied Mathematics, 12, 2953-2969.
[5]  Mahmood, A.B. and Mahmood, A.S. (2019) Secret-Word by e-Abacus Diagram I. Iraqi Journal of Science, 60, 638-646.
[6]  Mahmood, A.B. and Mahmood, A.S. (2019) Secret-Text by e-Abacus Diagram II. Iraqi Journal of Science, 60, 840-846.
[7]  Mahmood, A.S. (2011) On the Intersection of Young’s Diagrams Core. Journal of Education and Science, 24, 149-157.


comments powered by Disqus

Contact Us


微信:OALib Journal