Natiq Akhmedov | Mathematics | Best Paper Award

Published on by Best Paper Awards

Best Paper Award

NATIQ AKHMEDOV
Affiliation Azerbaijan State Economic University
Country Azerbaijan
Scopus ID 24392187600
Documents 29
Citations 139
h-index 7
Subject Area Mathematics
Event International Research Excellence and Best Paper Awards
ORCID 0000-0002-3071-2549

NATIQ AKHMEDOV

NATIQ AKHMEDOV of Azerbaijan State Economic University, Azerbaijan is recognized with the Best Paper Award for research excellence in the field of Mathematics. The recognized research, titled “Analysis of the three-dimensional elasticity theory problem for a radially inhomogeneous cylinder,” addresses a mathematical problem within three-dimensional elasticity theory involving a cylinder with radially varying material properties.

Abstract

This article recognizes NATIQ AKHMEDOV with the Best Paper Award for research excellence in Mathematics. The recognized research, titled “Analysis of the three-dimensional elasticity theory problem for a radially inhomogeneous cylinder,” focuses on the analysis of a three-dimensional elasticity theory problem associated with a cylinder whose material characteristics vary in the radial direction. The study represents a contribution to mathematical and theoretical approaches for understanding elasticity problems involving inhomogeneous cylindrical structures.

Keywords

Three-Dimensional Elasticity Theory, Mathematics, Radially Inhomogeneous Cylinder, Elasticity Problems, Mathematical Analysis, Inhomogeneous Materials, Cylindrical Structures, Continuum Mechanics, Elasticity Modeling, Mathematical Modeling.

Introduction

The awarded research, “Analysis of the three-dimensional elasticity theory problem for a radially inhomogeneous cylinder,” examines an important mathematical problem in the field of elasticity theory. Three-dimensional elasticity provides mathematical frameworks for describing the deformation and mechanical behavior of solid bodies, while radial inhomogeneity introduces additional complexity because material properties can change according to the radial coordinate

Research Profile

NATIQ AKHMEDOV is affiliated with Azerbaijan State Economic University, Azerbaijan and is associated with the subject area of Mathematics. According to the provided academic information, the researcher has 29 documents, 139 citations, and an h-index of 7. The Scopus Author ID is 24392187600, and the researcher’s ORCID identifier is 0000-0002-3071-2549.

Research Contributions

The recognized publication contributes to Mathematics through the analysis of a three-dimensional elasticity theory problem for a radially inhomogeneous cylinder. The research addresses the mathematical complexity associated with cylindrical bodies whose properties vary with radial position and contributes to the broader study of elasticity problems involving non-uniform material distributions.

Research Impact

The provided academic profile records 29 documents, 139 citations, and an h-index of 7 for NATIQ AKHMEDOV. These indicators reflect a sustained body of indexed research and citation activity within the researcher’s academic profile.

Award Suitability

The Best Paper Award recognizes research demonstrating academic quality, originality, scientific relevance, and meaningful contribution to its respective discipline. NATIQ AKHMEDOV’s recognized research aligns with these objectives through its analysis of a three-dimensional elasticity theory problem for a radially inhomogeneous cylinder within the field of Mathematics.

Conclusion

NATIQ AKHMEDOV has contributed to the field of Mathematics through research focused on three-dimensional elasticity theory and radially inhomogeneous cylindrical structures. The recognized publication, “Analysis of the three-dimensional elasticity theory problem for a radially inhomogeneous cylinder,” addresses a specialized mathematical problem involving spatially varying properties and provides a theoretical contribution to the analysis of elasticity in cylindrical systems.

External Links

References

  1. Scopus Author Profile: NATIQ AKHMEDOV, Author ID 24392187600. Scopus. https://www.scopus.com/pages/authors/24392187600
  2. ORCID Research Profile: NATIQ AKHMEDOV. ORCID. https://orcid.org/0000-0002-3071-2549
  3. Best Paper Awards. https://bestpaperawards.com/

Santonu Debnath | Statistical Convergence | Best Researcher Award

Published on by Best Paper Awards

Mr. Santonu Debnath | Statistical Convergence | Best Researcher Award

Assistant Professor at Dhamma Dipa International Buddhist University, India.

Santonu Debnath is a mathematician and researcher specializing in the study of convergence in abstract normed spaces, with a particular emphasis on neutrosophic and fuzzy normed spaces. He is currently pursuing his Ph.D. at Tripura University, where his research explores the statistical properties of sequences within complex mathematical structures. His work has been widely recognized, with multiple publications in SCOPUS and Web of Science-indexed journals.

As an Assistant Professor at Dhamma Dipa International Buddhist University, he also serves as the Head of the Mathematics Department (I/C). His teaching experience spans several institutions, where he has contributed to the academic development of students in advanced mathematics. In addition, he is a life member of the Indian Mathematical Society and an active reviewer for Mathematical Reviews (American Mathematical Society).

Publication Profile

Scopus

Orcid

Google Scholar

Educational Details

Mr. Santonu Debnath is currently pursuing his Ph.D. at Tripura University (A Central University), Suryamani Nagar, Agartala, with an expected completion in 2025. He holds an M.Sc. in Mathematics from Tripura University (2016) and a B.Sc. from Maharaja Bir Bikram College, Agartala (2014). Additionally, he earned a Bachelor of Education (B.Ed.) from the Institute of Advanced Studies in Education, Kunjaban, Agartala (2019). His foundational schooling was completed under the Central Board of Secondary Education (CBSE), obtaining his 12th-grade qualification in 2011 and 10th-grade in 2009.

Professional Experience

Mr. Debnath has accumulated extensive teaching experience at various institutions. He currently serves as an Assistant Professor and Head of Department (I/C) at Dhamma Dipa International Buddhist University, South Tripura (October 2024 – present). Prior to this, he was a Guest Lecturer at Techno India University, Tripura (2024) and ICFAI University, Tripura (2020). Additionally, he contributed as a Guest Lecturer at Women’s Polytechnic College, Tripura, during two different periods (2019-2020 and 2016-2017). His expertise in mathematical research and pedagogy has significantly impacted his students and colleagues.

Research Interest

  • Neutrosophic Normed Spaces

  • Statistical and Deferred Statistical Convergence

  • Fuzzy Normed Spaces

  • Rough Statistical Convergence

  • Functional Analysis and Topology

  • Mathematical Modeling and Applications

Author Metrics

  • Total Publications: 9 (SCOPUS-indexed)

  • Citations: 8 (as per Sahand Communications in Mathematical Analysis)

  • h-index: 2 (Estimated)

  • i10-index: 1 (Estimated)

Top Noted Publication

  1. On Deferred Statistical Convergence of Sequences in Neutrosophic Normed Spaces

    • Journal: Sahand Communications in Mathematical Analysis, Vol. 19(4), 81-96 (2022)

    • Citations: 8

  2. On Deferred Statistical Convergence in Fuzzy Normed Linear Spaces

    • Journal: Journal of Fuzzy Extension and Applications, Vol. 6(1), 1-13 (2025)

  3. A Generalized Statistical Convergence in Neutrosophic Normed Space

    • Journal: Acta Mathematica Universitatis Comenianae, Vol. 93(2), 79-93 (2024)

  4. Rough Statistical Convergence in Neutrosophic Normed Spaces

    • Journal: Southeast Asian Bulletin of Mathematics, Vol. 48(3) (2024)

  5. On Statistical Limit Superior and Limit Inferior in Neutrosophic Normed Spaces

    • Journal: Advances in Mathematical Sciences and Applications, Vol. 33(1), 97-108 (2024)

Conclusion

Mr. Santonu Debnath is a promising researcher in mathematical convergence theories, particularly within neutrosophic and fuzzy normed spaces. His strong publication record, academic leadership, and professional memberships make him a solid candidate for the Best Researcher Award. By focusing on higher-impact journals, international collaborations, and funding opportunities, he can further solidify his standing as a leading researcher in mathematical analysis.