Saturday, 5 November 2022

Order of Integral Perfect Powers: A Mathematical Approach| Chapter 1 | Research Highlights in Mathematics and Computer Science Vol. 2

 This item obtained the structure of all orders of dissimilarities of integral perfect powers accompanying explicitly determined computational arrangements. The proofs were achieved by clever deployment of combinatorial methods, established reproductive possessions of the difference operator and analytical induction principle. The results confirmed conclusively that if some number of consecutive integers are raised to a certain integral power k, before the Kth difference is equal to k!

Author(s) Details:

Ladan Umaru Ibrahim,
Department of Mathematics, University of Jos, P.M.B. 2084, Jos, Plateau State, Nigeria.

Ukwu Chukwunenye,
Department of Mathematics, University of Jos, P.M.B. 2084, Jos, Plateau State, Nigeria.

Apine Elijah,
Department of Mathematics, University of Jos, P.M.B. 2084, Jos, Plateau State, Nigeria.

Please see the link here:
https://stm.bookpi.org/RHMCS-V2/article/view/8568

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