For Admissions Enquire: 8712225044 | admissions@aceec.ac.in
For Admissions Enquire: 8712225044 | admissions@aceec.ac.in
Dr. Mohd Asim
Assistant Professor
Qualification
B.Sc(Hons),.M. Sc(Maths), Ph.D(Maths)
Professional Exp.
1 Years
Registration Number
9701-241114-123Q33
Email Address
mohd.asim@aceec.ac.in
About
I am an expert in Algebraic Coding Theory, which is an application of Linear Algebra. One of the key applications of algebraic coding theory is in the design of error-correcting codes for reliable data transmission. I have six years of research experience and have published nine articles in SCI-indexed journals, along with two articles in conference proceedings. Additionally, I have qualified NET, JRF, and GATE examinations in Mathematics.
Educational Details
- Ph.D. (Mathematics) from Aligarh Muslim University, Aligarh, from May 13, 2019 to December 2, 2024.
- Topic of Ph.D. Thesis: A Study of Additive Codes over Finite Rings
- M.Sc. (Mathematics) from Aligarh Muslim University, Aligarh in the year 2016 (First Division, Marks: 73%).
- B.Sc.(HONS)(Mathematics) from Aligarh Muslim University, Aligarh in the year 2014 (First Division, Marks: 68% ).
- Intermediate (PCM) from A. S. M. Modern Academy, Khata, Amroha (U.P.) in the year 2010 (First Division, Marks: 78%).
Professional Background
- Assistant Professor in the Department of Mathematics at ACE Engineering College Ghatkesar, Hyderabad, Telangana from November 12, 2024 (Continue).
- Assistant Professor in the Department of Mathematics at GNC (GN Gruop of Institutions), Greater Noida, October-November 2024.
Subjects Taught:
- Matrices and Calculus
- Ordinary Differential Equations and Vector Calculus
- Computer Oriented Statistical Methods
Core Research Domains:
- Group/Ring Theory
- Real Analysis
- Functional Analysis
- Algebraic Coding Theory
- Algebraic Graph Theory
- Linear Algebra
- ODE and PDE
- Advanced Calculus
- Statistics and Probability
- Numerical Analysis
- Geometry.
Research Focus:
- Algebraic Coding Theory
- Algebraic Graph Theory
Journals and Conferences:
- M. Ashraf, W. Rehman, G. Mohammad and Mohd Asim, On reversible codes over a non-chain ring, Comp. Appl. Math., 42(6)(2023), 269. (SCIE, IF=2.6)
- DOI: https://doi.org/10.1007/s40314-023-02407-6
- M. Ashraf, Mohd Asim, G. Mohammad and W. Rehman, A study of ℤₚℤₚ[u,v] additive cyclic codes and their application in obtaining Optimal and MDSS codes, An. Stiint. Univ. Ovidius Constanta Ser. Mat., 32(1)(2023), 19-43. (SCIE, IF=0.6) DOI: https://doi.org/10.2478/auom-2024-0002.
- M. Ashraf, A. S. Alali, Mohd Asim and G. Mohammad, (α, β)-Skew QC Codes with Derivation over a Semi-Local Ring, Symmetry, 15(2023) 225-236.(SCIE, IF=2.7)
- M. Ashraf, Mohd Asim, G. Mohammad, W. Rehman and K. Naim, On ℤ₂ℤ₂[u]ℤ₂[u, v]-additive cyclic codes and their application in obtaining optimal codes, FILOMAT, 38(8)(2024), 2899-2914. (SCIE, IF=0.8)
- M. Ashraf, Mohd Asim, G. Mohammad and W. Rehman, Applications of ℤ₂ℤ₂[u]ℤ₂[uᵏ]-additive cyclic codes in the construction of optimal codes, FILOMAT, 38(17)(2024), 6271-6290. (SCIE, IF=0.8)
- Amal S. Alali, M. Ashraf, W. Rehman, G. Mohammad and Mohd Asim, On reversible problem in DNA bases over a class of rings, Applied Mathematics in Science and Engineering, 32(1)(2024), 2358213. (SCIE, IF=1.3)
- H.Q. Dinh, M. Ashraf, W. Rehman, G. Mohammad and Mohd Asim, On reversible DNA codes over ℤ₄[u,v]/〈u²-2, uv-2, v², 2u, 2v〉 based on the deletion distance, Appl. Algebra Engrg. Comm. Comput.(2024), 1-25. (SCIE, IF=0.6)
- Hai Q. Dinh, Mohd Asim, Ghulam Mohammad and Washiqur Rehman, On
- construction of additive cyclic codes over ℤ₂ℤ₂[u⁴]ℤ₂[uᵏ], Proceedings of Algebra and Differential Equations with Applications-SICMA-2023, Antalya, Turkey, November 9-13 (SCOPUS)
- M. Ashraf, N. Khan, W. Rehman, G. Mohammad and Mohd Asim, Binary quan tum codes from cyclic codes over ℜₛ₁,ₛ₂, International Conference on Algebras and its Applications-2023, Fez, Morocco, 2025. (SCOPUS)
- Mohd Asim, M. Ashraf, G. Mohammad, Washiqur Rehman and Naim Khan, Binary optimal codes from ℤ₂[u]ℤ₂[u,v]-additive cyclic and additive constacyclic codes, Iran J Sci (2025). https://doi.org/10.1007/s40995-025-α01781-6 (SCIE, IF=1.7)
- W. Rehman, M. Ashraf, H.Q. Dinh, G. Mohammad and Mohd Asim, A study of reversible DNA cyclic codes over a non-chain ring based on the deletion distance, FILOMAT (2025) Accepted. (SCIE, IF=0.6)
- International Conference on Algebras and Related Topics with Applications (ICARTA 2019), December 17-19, 2019, Aligarh Muslim University, Aligarh, India.
- Binary Images of ℤ₂ℤ₄[u]-additive cyclic codes, Sivas International Conference on Scientific and Innovation Research, October 13-15, 2022, Sivas, Turkey.
- (α, β)-Skew QC Codes with Derivation over a Semi-Local Ring, International Confer ence on Evolution in Pure & Applied Mathematics (ICEPAM-2022), November 16-18, 2022, Akal University, Talwandi Sabo, Bhatinda, India.
- International Conference on Variational Analysis and Optimization with Applications (ICVAOA-2023), September 23-25, 2023, Aligarh Muslim University, Aligarh, India.
- On study of ℤₚℤₚ[uv]-additive cyclic codes and their applications, International Con ference on Pure and Applied Mathematics, (ICPAM-2024), Feb 22-23, 2024, Depart ment of Mathematics, Janki Devi Memorial College, University of Delhi, Delhi, India.
- The 2nd International Coding Theory Seminar (Online), March 15, 2024, India.
FDPs & Workshops Attended
- Virtual Annual Foundation School-I (VAFS-I) (28 April-31 May 2020), Shri Guru Gobind Singhji Institute of Engineering and Technology, Nanded (MH).
- Workshop on Algebraic Coding Theory and Computation (Online), November 11-12, 2024, School of Science, Woxsen University, Hyderabad, India.
- International Faculty Development program on “Advanced Numerical Computations and Dynamical Systems (ANCDS-2025)” during June 23-27, 2025, organised by the Department of Mathematics, Anurag University, Hyderabad, India.