Department of Mathematics

Research Group Title

Cryptography
Soft Algebraic Structures and Combinatorial, BCK Algebra

Area of Research Image Encryption, Data Security
Theme of Research / Goals Secrutiy of image data particulary
Faculty Members
  • Dr. Sohail Zafar
  • Dr. Tabassam Rashid
  • Dr. Muhammad Saeed
  • Dr. Zohaib Zahid
  • Dr. Agha Kashif Arshad Khan, Dr. Ubaid ur Rehman
Collaborating UMT Departments Mathematics
Collaborating National Institutes
  • Dr. Zia Bashir (Quaid-i-Azam University Islamabad)
Collaborating International Institutes
Names of Active Senior Students
  • Muhammad Akraam
Short Description of the Research Theme

Everybody wants to maintain solitariness to some extent or entirely in his dealings with other people during different modes of communication. To retain privacy, researchers materialized distinct image encryption algorithms. A distinctive approach can be used to sire a key stream using a combination of multi dimensional chaotic maps. Security and statistical analysis used to verify the encryption methods. An ample key space is important for the secrurity of data.

List of Relevant Publications
  1. Hussain, M. T., Ur Rehman, F., & Rashid, T. (2024). An algorithmic approach to minimize road accidents in the highway system using Hamiltonian fuzzy influence graphs. Neural Computing and Applications, 1-20.
  2. Amman, M., Rashid, T., & Ali, A. (2024). A decision-making proposal for Pythagorean fuzzy hypersoft matrix to deal with real-life investment problems. Mathematical Foundations of Computing, 0-0.
  3. Amman, M., Rashid, T., Ali, A., Albalawi, O., & Alharthi, A. M. (2024). Dual-hesitant fermatean fuzzy Hamacher aggregation operators and TOPSIS with their application to multi-criteria decision-making. PloS one, 19(10), e0311580.
  4. Rashid, T., Rehman, F. U., & Hussain, M. T. (2024). Control the smog using strong picture fuzzy influence pair domination number. Journal of Applied Mathematics and Computing, 1-28.
  5. Faizi, S., Salabun, W., Shah, M., & Rashid, T. (2024). A novel approach employing hesitant intuitionistic fuzzy linguistic Einstein aggregation operators within the EDAS approach for multicriteria group decision making. Heliyon.

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