Curriculum Vitae

DR. MUHAMMAD SUFI BIN MOHD ASRI

Senior Lecturer
  • Institute of Mathematical Sciences
    Faculty of Science
  • sufi_maths
  • 0379674033

AREAS OF EXPERTISE

  • MATHEMATICAL CRYPTOLOGY
    Formal Sciences, Mathematical Sciences, Pure Mathematics
  • GROUP THEORY
    Formal Sciences, Mathematical Sciences, Pure Mathematics
  • RINGS AND ALGEBRAS
    Formal Sciences, Mathematical Sciences, Pure Mathematics

ACADEMIC QUALIFICATION

  • IJAZAH DOKTOR FALSAFAH MATEMATIK AND STATISTIK (MATEMATIK), (Statistik Matematik)
    Universiti Malaya (um)

PUBLICATIONS

Article in Journal
WoS
  1. Oztas, Elif Segah; Alali, Amal S.; Ali, Shakir; Azeem, Mohd; Asri, Muhammad S. M.; Wong, Kok Bin (2025). On the construction of reversible DNA codes over F 42m via Tn-set codes, AIMS MATHEMATICS. 10(12), 29424-29453. doi:10.3934/math.20251292
  2. Alam, Irfan; Alali, Amal S.; Ali, Shakir; Asri, Muhammad S. M. (2024). A Verifiable Multi-Secret Sharing Scheme for Hierarchical Access Structure, AXIOMS. 13(8). doi:10.3390/axioms13080515
  3. Asri, M. S. M.; Othman, W. A. M.; Wong, K. B. (2023). Rewriting system of certain semigroups with three generators, APPLICABLE ALGEBRA IN ENGINEERING COMMUNICATION AND COMPUTING. . doi:10.1007/s00200-021-00506-7
  4. Asri, Muhammad Sufi Mohd; Othman, Wan Ainun Mior; Wong, Kok Bin; Wong, Peng Choon (2023). WEAK POTENCY AND CYCLIC SUBGROUP SEPARABILITY OF CERTAIN FREE PRODUCTS AND TREE PRODUCTS, BULLETIN OF THE KOREAN MATHEMATICAL SOCIETY. 60(5), 1375-1390. doi:10.4134/BKMS.b220715
  5. Asri, M. S. M., Wong, K. B., & Wong, P. C. (2021). Fundamental Groups of Graphs of Cyclic Subgroup Separable and Weakly Potent Groups. Algebra Colloquium, 28(1), 119-130. doi: 10.1142/s1005386721000110
  6. Asri, M. S. M., Wong, K. B., Wong, P. C. (2019). CRITERION FOR THE WEAK POTENCY OF CERTAIN HNN EXTENSIONS. Mathematica Slovaca, 69(2), 381-390. doi:10.1515/ms-2017-0230
Scopus
  1. Oztas E.S., Alali A.S., Ali S., Azeem M., Asri M.S.M., Wong K.B. (2025). On the construction of reversible DNA codes over F42m via Tn-set codes, Aims Mathematics. 10(12), 29424-29453. doi:10.3934/math.20251292
  2. Segah Oztas E., Alali A.S., Ali S., Azeem M., Asri M.S.M., Bin Wong K. (2025). A matrix-theoretic approach to the construction of reversible DNA codes over F42t, IEEE Access. . doi:10.1109/ACCESS.2025.3638664

RESEARCH INTEREST

  • Combinatorial Group Theory (Decision Problem)
  • Algebraic Coding Theory (Cyclic and Error Correcting)
  • Ring Theory (Ring Derivations)
  • Applications of Algebra (Algebraic Cryptography)