Mohd Ashraf Bhat | Functional Analysis | Best Scholar Award

Mr. Mohd Ashraf Bhat | Functional Analysis | Best Scholar Award

Research Scholar at Indian Institute of Technology Ropar,Ā  India

Mohd Ashraf Bhat is a Prime Ministerā€™s Research Fellow at the Indian Institute of Technology Ropar, specializing in Functional Analysis. His research focuses on areas like analysis on metric spaces, function spaces, and integral operators. He has contributed to various publications and presented at international conferences. Ashraf is passionate about advancing mathematical theory, and his work plays a crucial role in the development of mathematical analysis and its applications in diverse fields.

Profile

Scholar

šŸŽ“ EducationĀ 

PhD in Mathematics (2020ā€“Present) ā€“ IIT Ropar, Punjab (CGPA: 8.63/10). Research on Functional Analysis and Operator Theory. MSc in Mathematics (2016ā€“2018) ā€“ University of Kashmir, Jammu & Kashmir (CGPA: 8.91/10). Secured Second Rank. BSc in Non-medical (2013ā€“2015) ā€“ Sheikh-ul-Alam Memorial Degree College, University of Kashmir.

šŸ’¼ Experience

Prime Ministerā€™s Research Fellow (2021ā€“Present) ā€“ IIT Ropar, conducting advanced research on Functional Analysis. Teaching Assistant (2021ā€“Present) ā€“ IIT Ropar, courses in Functional Analysis, Measure Theory, and Linear Algebra. Guest Lecturer (2022ā€“Present) ā€“ Govt. College Ropar, delivering lectures on Discrete Mathematics and Analytical Geometry. Mentor (2023) ā€“ Initiation into Mathematics (InitMath), Himachal Pradesh.

šŸ† Awards & Honors

Baba Iqbal Singh Ji Award (2024) for Best Paper Presentation at ICEPAM-2024. Best Presentation Award (2024) at Cynosure-2024, IIT Ropar. Prime Ministerā€™s Research Fellowship (2021) ā€“ Lateral Entry. UGC-JRF (2019), All India Rank 33. UGC-NET (2018), All India Rank 36.

šŸ”¬ Research Focus

Ashraf’s research focuses on Functional Analysis, with particular interest in the analysis and potential theory on metric spaces, properties of function spaces, rearrangements of functions, integral operators, and norm inequalities. His work contributes significantly to understanding mathematical structures in functional spaces, and its applications extend to various mathematical and practical contexts like data analysis and optimization.

Conclusion

Mohd Ashraf Bhat is a talented and dedicated scholar whose contributions to Functional Analysis and Operator Theory mark him as an emerging leader in the field. His exceptional research, teaching contributions, and numerous awards and recognitions demonstrate his potential to make a lasting impact. With his commitment to expanding his research horizons and collaborative efforts, Bhat is a deserving candidate for the Best Scholar Award.

šŸ“šPublicationsĀ 

  • Trace Principle for Riesz Potentials on Herz-Type Spaces and Applications
    • Authors: MA Bhat, GSR Kosuru
    • Journal: Journal of Inequalities and Applications
    • Volume: 2024
    • Issue: 1
    • Article No.: 113
    • Year: 2024
    • Citations: 2

 

  • Kƶthe-Herz Spaces: The Amalgam-Type Spaces of Infinite Direct Sums
    • Authors: MA Bhat, P Kolwicz, G Kosuru
    • Preprint: arXiv preprint arXiv:2209.05897
    • Year: 2022
    • Citations: 2

 

  • Generalizations of Some Concentration Inequalities
    • Authors: MA Bhat, GSR Kosuru
    • Journal: Statistics & Probability Letters
    • Volume: 182
    • Article No.: 109298
    • Year: 2022
    • Citations: 2

 

  • Kƶthe Amalgams: The Ideal Type of Infinite Direct Sums
    • Authors: MA Bhat, P Kolwicz, GSR Kosuru
    • Journal: Bulletin of the Malaysian Mathematical Sciences Society
    • Volume: 48
    • Issue: 1
    • Year: 2025

 

  • Wiener-Lebesgue Point Property for Sobolev Functions on Metric Spaces
    • Authors: M Ashraf Bhat, G Sankara Raju Kosuru
    • Preprint: arXiv e-prints, arXiv:2408.12327
    • Year: 2024

 

  • On Continuity of Distribution Function and Decreasing Rearrangement
    • Authors: MA Bhat, GSR Kosuru
    • Journal: Model Assisted Statistics and Applications
    • Volume: 17
    • Issue: 1
    • Pages: 9ā€“13
    • Year: 2022