Thamer Manshi | Mathematics | Innovative Research Award

Innovative Research Award

Thamer Manshi
King Saud University, Saudi Arabia

Thamer Manshi
Affiliation King Saud University
Country Saudi Arabia
Scopus ID 58537691500
Documents 5
Citations 6
h-index 2
Subject Area Mathematics
Event Award and Honors
ORCID 0009-0002-3816-8995

Thamer Manshi is a researcher affiliated with King Saud University whose scholarly activities are associated with the field of mathematics. His published academic contributions, indexed within international bibliographic databases, reflect engagement with mathematical research and scientific communication. The available bibliometric indicators, including publication output, citation metrics, and h-index, provide an overview of his emerging research profile and scholarly visibility within the academic community.[1]

Abstract

This article presents a scholarly overview of Thamer Manshi and his academic profile within the discipline of mathematics. The review summarizes institutional affiliation, publication activity, citation indicators, and the relevance of his research contributions to contemporary mathematical inquiry. Bibliometric evidence indicates an active participation in research dissemination and academic engagement through indexed publications and citation accumulation.[1]

Keywords

Mathematics, Research Excellence, Academic Publications, Citation Analysis, Scholarly Impact, King Saud University, Scientific Research, Bibliometrics, Research Evaluation, Innovative Research Award.

Introduction

Mathematical sciences remain fundamental to scientific advancement, technological innovation, and interdisciplinary problem-solving. Researchers working within this domain contribute to theoretical development, quantitative methodologies, and analytical frameworks that support a broad range of applications. Within this context, Thamer Manshi’s academic activities contribute to the ongoing expansion of mathematical knowledge and scholarly communication.[1]

Research Profile

Based at King Saud University, Thamer Manshi has established a research profile characterized by peer-reviewed scholarly publications indexed in international academic databases. His documented metrics include five indexed publications, six citations, and an h-index of two, indicating measurable engagement with the scholarly community and recognition of his published work.[1]

Research Contributions

Research contributions in mathematics often involve the development of analytical techniques, theoretical investigations, computational approaches, and applications that support scientific advancement. Through his scholarly publications, Thamer Manshi has contributed to the dissemination of mathematical knowledge and participated in the broader academic dialogue that characterizes contemporary mathematical research.[1]

Publications

The publication record available through indexed databases demonstrates a developing portfolio of scholarly work. Academic publications remain a primary mechanism through which mathematical discoveries, methodologies, and analyses are communicated to researchers worldwide. The available publication metrics indicate continued engagement with research dissemination activities.[1]

Research Impact

Research impact may be assessed through citation activity, publication visibility, scholarly engagement, and contributions to disciplinary advancement. Citation records indicate that published work has been referenced by other researchers, reflecting academic visibility and integration into the broader body of scientific literature. Such indicators, while not exhaustive, provide useful measures of scholarly influence and research dissemination.[1][2]

Award Suitability

The Innovative Research Award recognizes researchers who demonstrate commitment to scholarly excellence, research productivity, and contributions to their academic disciplines. Based on the documented research profile, publication activity, institutional affiliation, and measurable scholarly indicators, Thamer Manshi presents characteristics consistent with consideration for academic recognition within emerging and developing research categories. Evaluation for such recognition should be undertaken according to the specific criteria established by the awarding organization.[1][3]

Conclusion

Thamer Manshi’s academic profile reflects active engagement within the field of mathematics through scholarly publications and documented research metrics. His association with King Saud University and participation in scientific publishing contribute to the visibility of his research activities. As research output and scholarly influence continue to develop, his work represents a meaningful contribution to ongoing academic discourse within the mathematical sciences.[1]

References

  1. Elsevier. (n.d.). Scopus author details: Thamer Manshi, Author ID 58537691500. Scopus.
    https://www.scopus.com/authid/detail.uri?authorId=58537691500
  2. Manshi, T., Sarhan, A. M., & Smith, B. (2023). A new bivariate distribution with applications on dependent competing risks data. International Journal of Statistics and Probability, 12(3), 27–40.
    https://ideas.repec.org/a/ibn/ijspjl/v12y2025i3p27.html
  3. Sarhan, A. M., Manshi, T., & Smith, B. (2023). Statistical inference of reliability distributions based on progressively hybrid censoring data. Scientific African, 21, e01808.
    https://ui.adsabs.harvard.edu/abs/2023SciAf..2101808S/abstract
  4. Manshi, T., Alqefari, A. A., & Kayid, M. (2026). Preservation of hazard rate and relative average hazard rate orders in dependent series and parallel systems via Archimedean copulas. Journal of Inequalities and Applications, 2026(52). https://link.springer.com/article/10.1186/s13660-026-03453-4

Fethiye Muge Sakar | Mathematics | Best Researcher Award

Prof. Dr. Fethiye Muge Sakar | Mathematics | Best Researcher Award

Department of Management, Dicle University | Turkey

Dr. Fethiye Muge Sakar is a highly accomplished mathematician whose expertise lies in complex analysis, geometric function theory, harmonic mappings, and applied mathematics, with strong contributions to the study of bi-univalent, convex, starlike, and meromorphic functions. She completed her undergraduate and graduate education in Turkey, specializing in analytic functions, fractional calculus, and operator theory, which formed the foundation of her prolific research career.  Dr. Sakar has established herself as both a dedicated educator and a leading researcher, teaching advanced mathematics courses, supervising graduate students, and collaborating with international scholars to publish impactful research in SCI-indexed journals such as Applied Mathematics and Computation, Filomat, Complex Analysis and Operator Theory, and the Turkish Journal of Mathematics. Her research integrates classical analysis with modern operator theory, providing innovative solutions to problems such as the Fekete–Szegö problem and coefficient estimates for harmonic mappings. She has actively participated in international conferences, contributed as a reviewer and editor, and fostered cross-border academic exchanges, thereby enhancing the visibility of Turkish mathematics in the global research community. Recognized for her outstanding achievements, Dr. Sakar has received accolades and nominations for her groundbreaking publications and problem-solving skills, underscoring her influence on both theoretical and applied mathematics. With 272 citations by 230 documents, 46 publications, and an h-index of 8, her scholarly journey reflects intellectual rigor and global impact, making her a strong contender for prestigious awards in mathematics and applied sciences.

Profile : Scopus | Google Scholar 

Featured Publications

Author, A. A. (2015). Matematik ve kuantum fiziği. Journal of Life Sciences.

Author, A. A. (2015). Fekete-Szegö problem for p-valently starlike functions with complex order. ARPN Journal of Science and Technology.

Author, A. A. (2015). On beta-pascu harmonic convex functions of order alpha. American Journal of Research Communication.

Author, A. A. (2016). A new general integral operator. International Journal of Mathematical Analysis.

Author, A. A. (2017). Coefficient bounds for a new subclass of analytic bi-close-to-convex functions. Turkish Journal of Mathematics. (in press)

Author, A. A. (2018). Harmonic mappings of bounded boundary rotation. Proceedings of the American Mathematical Society.

Author, A. A. (2018). Subclass of m-quasiconformal harmonic functions. Applied Mathematics and Computation.