Prof. Dr. Xiaochun Sun | Mathematics | Research Excellence Award

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Prof. Dr. Xiaochun Sun | Mathematics | Research Excellence Award

Doctoral Advisor | Northwest Normal University | China

Prof. Dr. Xiaochun Sun is a distinguished scholar recognized for extensive contributions to Mathematics, with a research profile that demonstrates strong analytical depth and sustained academic impact. His work in Mathematics spans complex fluid dynamics, fractional differential equations, harmonic analysis, and operator theory, reflecting a long standing commitment to advancing theoretical and applied Mathematics. He has authored numerous publications that address fundamental questions in Mathematics, contributing significantly to well posedness theory, dispersive structures, and the behavior of solutions within advanced functional spaces. His collaborations with national and international researchers highlight his influence across multiple domains of Mathematics, supporting interdisciplinary growth and strengthening global research networks in Mathematics. Prof. Dr. Xiaochun Sun has also played major academic leadership roles, contributing to institutional development while mentoring young scholars in Mathematics. His involvement in several competitive scientific research projects further demonstrates his capability to integrate Mathematics with emerging scientific problems, resulting in outcomes that support the broader scientific community. His academic service, teaching excellence, and recognition through various awards underscore his dedication to Mathematics and to strengthening educational quality. His collective achievements illustrate a career deeply rooted in Mathematics, consistently contributing to the expansion of knowledge, the development of research infrastructure, and the promotion of high standard scholarship. Prof. Dr. Xiaochun Sun continues to elevate the role of Mathematics in addressing contemporary scientific challenges, ensuring that his research outputs maintain both theoretical rigor and societal relevance. His contributions remain influential in shaping future advancements in Mathematics. Scopus profile of 31 Citations, 9 Documents, 4 h-index.

Profiles: Scopus | ORCID

Featured Publication

1. Global Well-Posedness for the Fractional Magneto-Micropolar Equations in Variable Exponent Fourier–Besov Spaces. (2025). Computational Mathematics and Mathematical Physics.

Dr. Shajar Abbas | Mathematics | Best Researcher Award

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Dr. Shajar Abbas | Mathematics | Best Researcher Award

Researcher | Bahauddin Zakariya University - BZU | Pakistan

Dr. Shajar Abbas is a dedicated scholar in Mathematics with a strong academic background including Ph.D., M.Phil., M.Sc., and B.Sc. degrees in Mathematics from Bahauddin Zakariya University, where he also served as a visiting lecturer at multiple institutions. His research interests center on applied and computational Mathematics, fluid dynamics, nanofluids, heat and mass transfer, Newtonian and non-Newtonian fluids, and advanced numerical methods such as FEM, FDM, and bvp4c, along with Artificial Neural Networks. Dr. Shajar Abbas has authored more than 40 peer-reviewed publications in leading Mathematics journals, achieving significant recognition with highly cited papers. His doctoral research introduced advanced fractional models, particularly the constant proportional Caputo derivative, to improve predictions in Mathematics-based fluid dynamics and nanofluid transport. Professionally, he has contributed to Mathematics education as a lecturer at Bahauddin Zakariya University, Emerson University, and the University of Education Lahore. His participation in international collaborations, workshops, conferences, and Mathematics Olympiads further highlights his active engagement in the Mathematics community. His awards include the HEC Need-Based Scholarship and recognition through contributions as a reviewer for more than 35 Mathematics-related international journals. His research skills encompass computational modeling, numerical simulations, fractional calculus, and programming with MATLAB, Mathematica, and MATHCAD, demonstrating versatile expertise in solving complex Mathematics problems. In conclusion, Dr. Shajar Abbas has established himself as a promising researcher in Mathematics, blending theoretical and applied perspectives, and continues to advance the field through impactful publications, innovative methods, and dedicated teaching.  His Google Scholar citations 439, h-index 11, i10-index 14, showcasing measurable research impact.

Profiles: Google Scholar | ORCID | Scopus

Featured Publications

1. Abbas, S., Ahmad, M., Nazar, M., Amjad, M., Ali, H., & Jan, A. Z. (2023). Heat and mass transfer through a vertical channel for the Brinkman fluid using Prabhakar fractional derivative. Applied Thermal Engineering, 232, 121065.

2. Abbas, S., Nisa, Z. U., Nazar, M., Amjad, M., Ali, H., & Jan, A. Z. (2024). Application of heat and mass transfer to convective flow of Casson fluids in a microchannel with Caputo–Fabrizio derivative approach. Arabian Journal for Science and Engineering, 49(1), 1275–1286.

3. Abbas, S., Ahmad, M., Nazar, M., Ahmad, Z., Amjad, M., Garalleh, H. A. L., & Jan, A. Z. (2024). Soret effect on MHD Casson fluid over an accelerated plate with the help of constant proportional Caputo fractional derivative. ACS Omega, 9(9), 10220–10232.

4. Abbas, S., Nazar, M., Nisa, Z. U., Amjad, M., Din, S. M. E., & Alanzi, A. M. (2022). Heat and mass transfer analysis of MHD Jeffrey fluid over a vertical plate with CPC fractional derivative. Symmetry, 14(12), 2491.

5. Abbas, S., & Nazar, M. (2025). Fractional analysis of unsteady magnetohydrodynamics Jeffrey flow over an infinite vertical plate in the presence of Hall current. Mathematical Methods in the Applied Sciences, 48(1), 253–272.

Dr. Abdukhali Shynybekov | Mathematics | Best Researcher Award

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Dr. Abdukhali Shynybekov | Mathematics | Best Researcher Award

Associate Professor | Al-Farabi Kazakh National University | Kazakhstan

Dr. Abdukhali Shynybekov is a distinguished scholar whose lifelong dedication to Mathematics has significantly influenced both academia and education, with contributions spanning teaching, textbook development, and advanced research. He holds a Candidate of Physical and Mathematical Sciences degree and has served as Associate Professor and Professor in prestigious universities, shaping generations of students in Mathematics through his academic and pedagogical expertise. His professional experience includes leadership roles such as Vice-Rector, Head of Department, and long-term involvement in Mathematics Olympiads, where he trained and guided students toward national and international achievements, reinforcing his impact on Mathematics education. His research interests lie in the domain of nonlinear operators, with a focus on correct narrowing and expansion, aligning with deep theoretical advancements in Mathematics, while his authorship of more than 230 publications, including 28 school textbooks in Algebra and Geometry distributed to millions, highlights his unique contribution to Mathematics learning and teaching. Recognized with awards from the Ministry of Education and Science of Kazakhstan and honored with the badge of “BILIM BERU ISININҢ KURMETTI KYZMETKERI,” his honors reflect his profound influence in the Mathematics field. Dr. Abdukhali Shynybekov’s research skills extend from theoretical Mathematics to practical textbook innovation, enhancing the accessibility of Mathematics knowledge. In conclusion, his career embodies a rare integration of teaching excellence, research advancement, and educational leadership, where Mathematics has been the central force of his scholarly identity, and his remarkable legacy continues to inspire future generations of Mathematics learners and researchers through unwavering dedication to the discipline of Mathematics. His Google Scholar citations 688, h-index 14, i10-index 20, showcasing measurable research impact.

Profile: Google Scholar

Featured Publications

1. Otelbaev, M. O. (1983). Coercive estimates and separability theorems for elliptic equations. Transactions of the Steklov Mathematical Institute, 161(0), 195–217.

2. Mynbaev, C. T., & Otelbaev, M. O. (1988). Weighted function spaces and the spectrum of differential operators. Science.

3. Kalmenov, T. S., & Koshanov, B. D. (2008). Representation for the Green's function of the Dirichlet problem for polyharmonic equations in a ball. Siberian Mathematical Journal, 49(3), 423–428.

4. Kokebaev, B. C., Otelbaev, M. O., & Shynybekov, A. N. (1983). On the issues of expansion and contraction of operators. Reports of the Academy of Sciences, 271(6), 1307–1310.

5. Kanguzhin, B. E., & Koshanov, B. D. (2010). Necessary and sufficient conditions of resolvability boundary problems for non-uniform polyharmonic equations in a ball. Ufimskii Matematicheskii Zhurnal, 2(2), 41–52.