Research Associate at Riphah International University Lahore, Pakistan📖
Sikander Ali is a dedicated mathematician with a strong focus on applied mathematics, particularly in Graph Theory, Chemical Graph Theory, Fuzzy Set Theory, and Cryptography. He has an academic background from COMSATS University, Sahiwal, and is an active researcher affiliated with various international applied mathematics research groups. Sikander has been awarded multiple honors, including the Young Scientist Award and the Best Research Award, recognizing his contributions to mathematics and research. He is currently a Research Associate and Visiting Lecturer at Riphah International University, Lahore, Pakistan.
Profile
Scopus Profile
Orcid Profile
Google Scholar Profile
Education Background🎓
Sikander completed his MS in Mathematics from COMSATS University, Sahiwal Campus, in January 2023, with a GPA of 3.42/4.0. His academic focus included Applied Mathematics, Graph Theory, and Chemical Graph Theory. He also holds an MSc in Mathematics from COMSATS University (2018-2020), where he secured a 2nd position in his class and earned a scholarship for his academic excellence. Earlier, Sikander completed his Bachelor’s degree in Mathematics from Govt College Bahawal Nagar in 2017.
Professional Experience🌱
Sikander Ali has gained substantial academic and research experience. He has worked as a Research Associate at Riphah International University since 2023 and later transitioned to a Visiting Lecturer role at the same institution. His responsibilities include delivering mathematics lectures and supervising research. Sikander has also taught mathematics at the Army Public School and College system.
Sikander’s research interests primarily revolve around:
- Graph Theory: Focused on Resolvability Parameters, Graph Labelling, and Fault-Tolerant Embedding of Graphs.
- Cryptography: Investigating new cryptographic techniques and their applications.
- Neutrosophic Fuzzy Sets: Exploring innovative methods in fuzzy set theory to address uncertainties in mathematical modeling.
- Mathematical Resolvability: Developing novel resolvability parameters in graph theory and related fields.
Author Metrics
Publications Top Notes 📄
1. Resolving Set and Exchange Property in Nanotube
- Authors: ANA Koam, S Ali, A Ahmad, M Azeem, MK Jamil
- Journal: AIMS Mathematics
- Volume & Issue: 8 (9), Pages 20305-20323
- Year: 2023
- Citations: 8
2. Novel Resolvability Parameter of Some Well-Known Graphs and Exchange Properties with Applications
- Authors: S Ali, M Azeem, MA Zahid, M Usman, M Pal
- Journal: Journal of Applied Mathematics and Computing
- Volume & Issue: Volume 1, Pages 1-22
- Year: 2024
- Citations: 6
3. Double Resolvability Parameters of Fosmidomycin Anti-Malaria Drug and Exchange Property
- Authors: R Ismail, S Ali, M Azeem, MA Zahid
- Journal: Heliyon
- Volume & Issue: 10 (13)
- Year: 2024
- Citations: 4
4. Utilizing Lexicographic Max Product of Picture Fuzzy Graph in Human Trafficking
- Authors: P Liu, MH Asim, S Ali, M Azeem, B Almohsen
- Journal: Ain Shams Engineering Journal
- Volume & Issue: 15 (11), Article 103009
- Year: 2024
- Citations: 3
5. Double Edge Resolving Set and Exchange Property for Nanosheet Structure
- Authors: ANA Koam, A Ahmad, S Ali, MK Jamil, M Azeem
- Journal: Heliyon
- Volume & Issue: 10 (5)
- Year: 2024
- Citations: 3
Conclusion
Sikander Ali’s profile as a mathematician, researcher, and educator is marked by a combination of academic excellence, innovative research, and significant contributions to the advancement of applied mathematics. His focus on mathematical resolvability, cryptography, and fuzzy set theory, along with his strong academic background and active research output, make him a deserving candidate for the Best Researcher Award. Sikander’s commitment to advancing knowledge in mathematics, along with his dedication to teaching and mentoring, makes him a significant figure in the academic community. With continued research, collaboration, and application of his work in real-world scenarios, Sikander has the potential to make even more significant contributions to the field of applied mathematics.