Nazakat Nazeer is a researcher and sales officer with a strong background in mathematics and computational science. Born on April 20, 1997, in Pakistan, he holds a Master of Philosophy and a Master of Science in Mathematics from Riphah International University and Government College University Faisalabad, respectively. His research focuses on fractional calculus and Python-based numerical methods. He has published several papers, including on the Katugampola fractional derivative and Hilbert transformations.
Nazakat has teaching experience as a Senior Mathematics Teacher and technical experience in meter inspection and maintenance. He currently serves as a Senior Sales Officer at Engro Fertilizers. His honors include the Employee of the Year Award from SNGPL and recognition as the Best Teacher at Fast Science Academy. He is proficient in English and Urdu and enjoys a range of professional development activities, including conferences and workshops.
Profile
Scopus
Orcid
Nazakat Nazeer: Research for Young Scientist Award Evaluation š
Strengths for the Award šŖ
- Focused Research: Nazakat Nazeer’s research on fractional calculus, particularly with Python-based numerical explorations, demonstrates a strong focus on advancing mathematical and computational sciences. His work bridges theoretical concepts with practical applications using modern computational tools.
- Academic Contributions: His publications, including research papers on Katugampola fractional derivatives and forthcoming studies on Hilbert and Fourier transformations, reflect significant contributions to the field of mathematics. His work has been published in notable journals, indicating a high level of scholarly impact.
- Educational Background: With degrees in Mathematics from reputable institutions and a Master’s degree with honors, he possesses a solid academic foundation that supports his research endeavors.
- Diverse Experience: His experience spans teaching, technical roles in meter inspection and maintenance, and a senior sales officer position, showcasing versatility and a broad skill set.
- Professional Development: Participation in various workshops and conferences related to mathematics and research proposal writing indicates a commitment to staying current in his field and contributing to the academic community.
Areas for Improvement š±
- Broader Research Network: Expanding his research collaborations and connecting with international researchers could enhance the impact and scope of his work.
- Increased Research Output: While he has a strong publication record, aiming for more high-impact journal articles and collaborations with leading researchers could further elevate his profile.
- Enhanced Research Funding: Seeking additional research grants could support more extensive studies and innovative projects within his field.
- Teaching and Academic Involvement: Increasing involvement in academic communities and contributing to curriculum development could further strengthen his academic influence and engagement.
Teaching Experience
Senior Mathematics Teacher Fast Science Academy Faisalabad 2016 ā 2018
Technical Experience
Inspection and Maintenance of Meters SNGPL 2016 ā 04/06/2018. Senior Sales Officer Engro Fertilizers 05/06/2018 ā Current
šĀ Publications
- Title: Study of the results of Hilbert transformation for some fractional derivatives
- Journal: International Journal of Modelling and Simulation
- Year: 2024
- Status: Article in Press
- Contributors: Nazeer, N., AkgĆ¼l, A., Ali, F.
- Title: Study of Results of Katugampola Fractional Derivative and Chebyshev Inequalities
- Journal: International Journal of Applied and Computational Mathematics
- Year: 2022
- Volume: 8
- Issue: 5
- Article Number: 225
- Cited by: 1
- Contributors: Nazeer, N., Asjad, M.I., Azam, M.K., AkgĆ¼l, A.
Conclusion š
Nazakat Nazeer’s impressive work in fractional calculus and computational mathematics positions him as a strong candidate for the Research for Young Scientist Award. His research contributions, academic achievements, and professional experiences highlight his potential to make significant advancements in his field. With further focus on expanding his research network, securing additional funding, and enhancing his academic involvement, he is well-positioned to continue making impactful contributions to mathematics and computational science.