Darshan Kumar C. V. | Mathematics | Research Excellence Award

Published on by Global Network Awards

Research Excellence Award

Darshan Kumar C. V.
Affiliation Davangere University
Country India
Documents 4
Subject Area Mathematics
Event Global Network Awards
ORCID 0009-0004-0954-9398

Darshan Kumar C. V.
Department of Mathematics, Davangere University

Darshan Kumar C. V. is a Research Scholar in the Department of Mathematics at Davangere University, India. His research focuses on fractional calculus, fractional differential equations, mathematical modelling, numerical and analytical methods, numerical simulations, and ordinary differential equations. His published work demonstrates continuing contributions to computational mathematics and applied mathematical modelling.[1]

Abstract

This article summarizes the academic profile of Darshan Kumar C. V. in recognition of research contributions in applied mathematics. His scholarly activities emphasize fractional differential equations, numerical computation, and mathematical modelling with applications to physical and engineering systems.[1]

Keywords

Fractional Calculus; Fractional Differential Equations; Mathematical Modelling; Numerical Methods; Numerical Simulation; Ordinary Differential Equations.

Introduction

Modern mathematical research increasingly relies on computational techniques capable of solving complex nonlinear systems. Darshan Kumar C. V. has contributed to this field through studies involving fractional-order mathematical models and computational algorithms for scientific applications.[2]

Research Profile

  • Research Scholar, Department of Mathematics, Davangere University.
  • Research interests include fractional calculus, mathematical modelling and numerical analysis.
  • ORCID: 0009-0004-0954-9398.

Research Contributions

His publications investigate computational approaches including homotopy techniques, wavelet collocation methods, and numerical simulation strategies for solving fractional differential equations arising in engineering and physical sciences.[2]

Publications

  • A comprehensive study on dynamical analysis and numerical simulation of foam drainage equation using time-fractional derivative.
  • Exploring the dynamics of fractional-order nonlinear dispersive wave system through homotopy technique.
  • A numerical study on the dynamics of SIR epidemic model through Genocchi wavelet collocation method.
  • A homotopy-based computational scheme for two-dimensional fractional cable equation.

Research Impact

The published studies contribute to the advancement of numerical techniques for fractional-order systems, with applications extending to mathematical physics, epidemiology, and computational engineering. The research demonstrates interdisciplinary relevance while supporting continued development within applied mathematics.[2]

Award Suitability

Based on the documented research profile, peer-reviewed publications, and specialization in computational mathematics, Darshan Kumar C. V. demonstrates qualifications consistent with consideration for the Research Excellence Award. His research activity reflects sustained scholarly development in mathematical sciences supported by internationally indexed publications.[1]

Conclusion

Darshan Kumar C. V. has established an emerging research profile centered on fractional calculus, numerical analysis, and mathematical modelling. Continued scholarly activity and publication are expected to further strengthen his contributions to applied mathematics.

References

  1. ORCID. (2026). Darshan Kumar C. V. (0009-0004-0954-9398).
    https://orcid.org/0009-0004-0954-9398
  2. Research publications indexed through Crossref and journal publishers including Franklin Open, Scientific Reports, Open Physics, and Modern Physics Letters B.
    DOI:
    https://doi.org/10.1016/j.fraope.2025.100456

Dipesh | Applied Mathematics | Research Excellence Award

Published on by Global Network Awards

Research Excellence Award

Dipesh

SR University, India

Dipesh
Affiliation SR University
Country India
Scopus ID 57564071300
Documents 36
Citations 147
h-index 8
Subject Area Applied Mathematics
Event Global Network Awards
ORCID 0000-0003-4883-9369

Dipesh of SR University. The assessment presented here is based on bibliometric indicators, publication activity, and documented research engagement within the field of Applied Mathematics.[1]

Abstract

This article documents the academic profile of Dipesh from SR University in relation to the Research Excellence Award presented within the framework of the Global Network Awards. Available bibliometric indicators indicate sustained research activity in Applied Mathematics, supported by indexed publications, citation performance, and scholarly visibility. The profile demonstrates engagement with mathematical methodologies and interdisciplinary research applications that contribute to the advancement of knowledge and academic discourse.[1][2]

Keywords

Research Excellence Award, Applied Mathematics, Academic Recognition, Scopus Author Profile, Citation Analysis, Research Impact, Scholarly Publications, Bibliometrics, Global Network Awards, Scientific Contributions.

Introduction

Academic awards serve as mechanisms for recognizing research quality, scholarly productivity, and influence within scientific communities. Evaluation frameworks frequently consider publication output, citation metrics, collaboration networks, and disciplinary relevance when assessing candidates. Within this context, the Research Excellence Award highlights achievements that demonstrate sustained contributions to research and knowledge dissemination.[3]

Research Profile

Dipesh is affiliated with SR University and is associated with research activities in Applied Mathematics. Bibliographic records indicate a portfolio of 36 indexed documents supported by 147 citations and an h-index of 8. These indicators suggest active participation in scholarly communication and a measurable level of influence within the research community.[1]

  • Primary discipline: Applied Mathematics.
  • Institutional affiliation: SR University.
  • Indexed research documents: 36.
  • Total citations: 147.
  • Reported h-index: 8.

Research Contributions

Research contributions in Applied Mathematics commonly involve analytical modeling, optimization methods, computational techniques, numerical analysis, and interdisciplinary problem solving. The documented publication activity associated with this profile reflects participation in scholarly investigations that support theoretical understanding and practical applications across scientific domains.[2]

  • Development and application of mathematical methodologies.
  • Contribution to peer-reviewed scholarly literature.
  • Support for interdisciplinary research initiatives.
  • Advancement of quantitative and analytical approaches.

Publications

Publication output constitutes an important indicator of research productivity. Indexed works contribute to scholarly visibility and facilitate knowledge exchange across institutions and disciplines. The available record identifies 36 documents associated with the researcher profile, reflecting ongoing engagement with academic publishing and peer-review processes.[1]

  1. Peer-reviewed journal articles.
  2. Conference-related scholarly contributions.
  3. Collaborative research publications.
  4. Mathematics-oriented academic studies.

Research Impact

Research impact is often evaluated through citation activity, scholarly adoption, and influence on subsequent investigations. A citation count of 147 and an h-index of 8 indicate that published work has been referenced by other researchers and has contributed to continuing academic discussions. Such indicators provide quantitative evidence of visibility and engagement within the scientific literature.[1][3]

Award Suitability

Based on the available academic indicators, the profile demonstrates characteristics commonly considered during research award evaluations, including publication productivity, citation performance, and subject-specific contributions. Participation in scholarly dissemination activities and measurable bibliometric outcomes align with criteria frequently used to identify candidates for academic recognition programs.[3]

  • Documented publication record.
  • Established citation footprint.
  • Recognized activity within Applied Mathematics.
  • Alignment with academic excellence indicators.

Conclusion

The academic profile presented in this article reflects a record of scholarly productivity and research engagement within Applied Mathematics. Publication output, citation performance, and institutional affiliation collectively support recognition through academic award initiatives such as the Research Excellence Award. Continued research activity and scholarly dissemination remain important factors in sustaining long-term academic impact and professional recognition.[1][2]

References

  1. Scopus author details: Dipesh, Author ID 57564071300. Scopus. https://www.scopus.com/authid/detail.uri?authorId=57564071300
  2. Fractal-AIMAS synergy for multiscale consciousness modeling in neuro-cybernetic systems: A multifractal, Kuramoto oscillator, and hybrid neuroprosthetic approach.
    https://www.sciencedirect.com/science/article/abs/pii/S0960077925014067?via%3Dihub
  3. Quantifying Musculoskeletal Strain in Laptop Users with Laplace Transformation and Delay Differential Equations. https://www.lhscientificpublishing.com/Journals/articles/DOI-10.5890-JEAM.2025.12.002.aspx