Vol. 13 (01) pp. 893-900 DOI: 10.21474/IJAR01/20274

NEW ONE-DIMENSIONAL (1D) CHAOTIC MAP FOR DATA ENCRYPTION

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  • Techno-Pedagogy Unit, Virtual University of Chad, Box 5711, Ndjamena, Chad.
  • University of NDjamena, Box 1117, NDjamena, Chad.
  • Ecole Nationale Superieure des Technologies de lInformation et de la Communication (ENASTIC), NDjamena, Tchad.
  • Institute of Sciences and Techniques of Abeche (INSTA), Abeche, Tchad.
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Abstract

In this paper, we present a new one-dimensional polynomial exponential chaotic map, named 1D-PEC. The dynamic properties of the new map are investigated as a function of different parameters. The set of areas in parameter space where the map exhibits periodic, constant, and chaotic dynamics is also determined. The cryptographic performance of the 1D-PEC map is successfully analyzed using initial condition and parameter sensitivity tests, key space, and histogram analyses. The new chaotic card has a larger key space, making cryptanalysis more difficult. 

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How to Cite This Article

Kalsouabe Zoukalne, Mahamat Charfadine Nimane, Ahmat Mahamat Saleh and Amir Moungache (2025); NEW ONE-DIMENSIONAL (1D) CHAOTIC MAP FOR DATA ENCRYPTION, Int. J. of Adv. Res., 13 (01), 893-900, ISSN 2320-5407. DOI: https://doi.org/10.21474/IJAR01/20274

Corresponding Author

KALSOUABE ZOUKALNE
Techno-pedagogy Unit, Virtual University of Chad, Box 5711, N’djamena, Chad.
Chad
Creative Commons Attribution 4.0 This work is licensed under a Creative Commons Attribution 4.0 International License.