Imtiaz Ahmad | Mathematical Sciences | Research Excellence Award

Posted on by The Scientist

Prof. Dr. Imtiaz Ahmad | Mathematical Sciences | Research Excellence Award

Professor | University of Malakand | Pakistan

Dr. Imtiaz Ahmad is a distinguished researcher in the field of mathematics, with a strong focus on algebraic structures, graph theory, and mathematical modeling. His scholarly contributions encompass Abel-Grassmann’s groupoids, semigroups, fuzzy algebra, and the application of mathematical models to epidemiological dynamics. He has demonstrated consistent research productivity with 39 documents, accumulating over 380 citations and achieving an h-index of 10, reflecting the academic impact and relevance of his work within the global research community. His publications span reputable international journals, covering both theoretical advancements and applied mathematical modeling, particularly in infectious disease dynamics such as COVID-19, Ebola, and hepatitis. His research integrates abstract algebra with real-world problem-solving, contributing to interdisciplinary knowledge. Prof. Ahmad’s work continues to support the advancement of mathematical sciences through analytical rigor, innovation, and sustained scholarly engagement.

Citation Metrics (Scopus)

 

400

300

200

100

0

 

380
 
Citations

39
 
Documents

10
 
h-index

 

Citations

 

Documents

 

h-index

Featured Publications

 

 

 

Ideals in CA-AG-Groupoids

Indian Journal of Pure and Applied Mathematics, 2018

 

Normal Bipolar Soft Subgroups

Fuzzy Information and Engineering, 2021

Konstantinos Lazopoulos | Applied Mathematics | Best Researcher Award

Posted on by The Scientist

Prof. Dr. Konstantinos Lazopoulos | Applied Mathematics | Best Researcher Award

researcher | National Technical University of Athens | Greece 

Prof. Dr. Konstantinos Lazopoulos is a distinguished scholar in Applied Mathematics and Mechanics, currently serving at the National Technical University of Athens (NTUA), Greece. With an academic foundation rooted in both engineering and mathematics, he earned his Diploma in Civil Engineering from NTUA in 1968, followed by a Diploma in Mathematics from the University of Athens in 1975. He then pursued advanced studies in the United States, obtaining a Master’s degree in Mechanics from Virginia Tech in 1977 and a Ph.D. in Mechanics from Georgia Tech in 1979, both supported by university scholarships. From 1980 to 2013, he was a dedicated faculty member at NTUA’s Department of Applied Mathematics and Physics, contributing profoundly to education and research. His prolific academic output includes over 100 research papers published in leading international journals, focusing on innovative analytical and computational methods in Applied Mathematics and Mechanics. Prof. Lazopoulos is internationally recognized for developing the mathematically rigorous Λ-Fractional Analysis, a novel fractional method inspired by Leibnitz’s foundational ideas of 1695 and satisfying the stringent conditions of Differential Topology. His research interests encompass fractional calculus, continuum mechanics, nonlinear analysis, and mathematical modeling of physical systems. His expertise lies in developing precise mathematical frameworks to describe complex mechanical behaviors, bridging theory and practical application in mechanics and physics. Acknowledged for his scholarly excellence, Prof. Lazopoulos has been featured in Stanford University’s global catalog of the top 2% most influential researchers, underscoring his lasting impact on the scientific community. His career reflects a lifelong commitment to advancing the frontiers of mathematical science and engineering through original thought, rigor, and innovation.1,280 Citations; 79 Documents; 19 h-index.

Profiles: Google scholar | Scopus | ORCID | ResearchGate

Featured Publications

  1. Lazopoulos, K. A. (2006). Non-local continuum mechanics and fractional calculus. Mechanics Research Communications, 33(6), 753–757. [Cited by: 225]

  2. Lazopoulos, K. A., & Lazopoulos, A. K. (2010). Bending and buckling of thin strain gradient elastic beams. European Journal of Mechanics – A/Solids, 29(5), 837–843. [Cited by: 163]

  3. Lazopoulos, K. A. (2009). On bending of strain gradient elastic micro-plates. Mechanics Research Communications, 36(7), 777–783. [Cited by: 147]

  4. Lazopoulos, K. A. (2004). On the gradient strain elasticity theory of plates. European Journal of Mechanics – A/Solids, 23(5), 843–852. [Cited by: 116]

  5. Lazopoulos, K. A., & Stamenović, D. (2008). Durotaxis as an elastic stability phenomenon.Journal of Biomechanics, 41(6), 1289–1294. [Cited by: 66]