Research Article Open Access

An Algorithm for Accelerated Acquirement of Minimal Representation of Super-large Numbers

Mohammed Al-Maitah

Abstract

An algorithm for accelerated acquirement of minimal representation of super-large numbers was presented. The algorithm considers a new form of arithmetic, which was called arithmetic of q-representation of large range integers; which was based on the numbers of the generalized sequence of Fibonacci. The estimations of the complexity of the offered algorithms are presented.

Journal of Computer Science
Volume 2 No. 12, 2006, 875-878

DOI: https://doi.org/10.3844/jcssp.2006.875.878

Submitted On: 31 May 2006 Published On: 31 December 2006

How to Cite: Al-Maitah, M. (2006). An Algorithm for Accelerated Acquirement of Minimal Representation of Super-large Numbers . Journal of Computer Science, 2(12), 875-878. https://doi.org/10.3844/jcssp.2006.875.878

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Keywords

  • M-representation
  • integer number
  • fibonacci p-number
  • fibonacci p-codes