Yibo Kou | Mathematics | Best Researcher Award

Mr. Yibo Kou | Mathematics | Best Researcher Award

Mr. Yibo Kou, School of Mathematical Sciences, University of Chinese Academy of Sciences, China

Mr. Yibo Kou is a Ph.D. candidate in Applied Mathematics at the University of Chinese Academy of Sciences, Beijing, China (2021–present). He holds a B.S. in Mathematics and Applied Mathematics from Wuhan University (2017–2021). His research focuses on Computer-Aided Design (CAD) and Computer-Aided Manufacturing (CAM), with notable publications in prestigious journals like IEEE Transactions on Visualization and Computer Graphics and Robotics and Computer-Integrated Manufacturing. His work includes innovative approaches to spline surface fitting and efficient tool path planning for high-quality manufacturing. Mr. Kou’s contributions bridge mathematics, design, and advanced manufacturing. ✨📊

 

Publication Profile

Orcid

Educational Background

Mr. Yibo Kou is currently pursuing a Ph.D. in Applied Mathematics at the prestigious University of Chinese Academy of Sciences, Beijing, China (2021–present). His doctoral studies focus on integrating mathematical models into practical applications, particularly in the fields of CAD and CAM. He earned his B.S. in Mathematics and Applied Mathematics from Wuhan University, Wuhan, China (2017–2021), where he developed a strong foundation in mathematical theory and computational techniques. This robust academic background underpins his innovative research contributions to advanced design and manufacturing technologies. 📐✨

 

Research Interests

Mr. Yibo Kou’s research revolves around Computer-Aided Design (CAD) and Computer-Aided Manufacturing (CAM), where he applies advanced mathematical principles to solve real-world challenges in design and manufacturing. His innovative approaches include adaptive spline surface fitting for precise geometric modeling and efficient tool path planning to optimize machining processes, ensuring high-quality manufacturing outcomes. Combining computational techniques and engineering applications, his work contributes significantly to enhancing productivity and precision in modern manufacturing systems. With a strong focus on bridging theory and practice, Mr. Kou’s interdisciplinary research is at the forefront of CAD/CAM advancements. ✨📊

Publication Top Notes 📚

📜 Adaptive Spline Surface Fitting with Arbitrary Topological Control Mesh (2024) – Published in IEEE Transactions on Visualization and Computer Graphics (ISSN: 2160-9306), DOI: 10.1109/tvcg.2024.3361488, Contributors: Yi-Bo Kou, Yi-Fei Feng, Li-Yong Shen, Xin Li, Chun-Ming Yuan. 🖥️✨

 

Abdou Sène | Mathematics | Best Researcher Award

Abdou Sène | Mathematics | Best Researcher Award

Prof. Dr Abdou Sène, Université numérique Cheikh Hamidou Kane, Senegal

Prof. Dr. Abdou Sène is a distinguished mathematician with a Ph.D. in Modeling and Control of Piezoelectric and Elastic Thin Plates from Joseph Fourier University, France. He specializes in applied mathematics, partial differential equations (PDE), and mathematical modeling. He has taught at various institutions, including Gaston Berger University and the Virtual University of Senegal, and has supervised numerous students. Prof. Sène has held leadership roles such as Head of the Applied Mathematics Department and Dean of the Faculty of Agronomic Sciences at UGB. His research spans mathematical modeling of epidemics, fluid dynamics, and control theory. 📚🔬🌍

Publication Profile

google scholar

Education

Prof. Dr. Abdou Sène is a distinguished academic with an extensive educational background. He earned his Ph.D. in Modeling and Control of Piezoelectric and Elastic Thin Plates from Joseph Fourier University, France, in 1999. Prior to this, he obtained his Post-graduate qualification in Applied Mathematics (1994) and a Master’s degree in Applied Mathematics (1993), both from the same institution. His academic journey began with a Bachelor’s degree in Physics in 1993, also from Joseph Fourier University. Prof. Sène’s work continues to shape the field of applied mathematics and physics. 🌍📚

Teaching and Supervision 

Prof. Dr. Abdou Sène has been a dedicated educator in advanced mathematics since 1999, teaching topics such as Calculus, Mathematical Modeling, Functional Analysis, and Partial Differential Equations (PDE) at Gaston Berger University and the Virtual University of Senegal. His impact extends globally through international workshops and seminars, where he shares his expertise and mentors aspiring scholars. Prof. Sène’s commitment to education and the advancement of mathematical knowledge has made him a prominent figure in the academic community, inspiring future generations of mathematicians and researchers. 🌍✏️🎓

International Recognition 

Prof. Dr. Abdou Sène has made significant contributions to the academic community, particularly in applied mathematics. He has held leadership roles, including serving as the Head of the Applied Mathematics Department at Gaston Berger University. Additionally, he has been an Associate Professor at Laval University in Canada. His academic influence extends globally, as evidenced by his active involvement with esteemed international organizations such as ICTP (International Centre for Theoretical Physics) and CAMES (Conference of Ministers of Education of French-Speaking Countries). Prof. Sène’s dedication to advancing mathematics and international collaboration has earned him global recognition. 🌐🎓

Research Impact 

Prof. Dr. Abdou Sène’s research transcends theoretical mathematics, addressing real-world challenges with significant impact. His work in water resources management promotes sustainable agricultural practices, vital for the environment and food security. Additionally, his contributions to epidemic modeling play a crucial role in shaping public health policies, helping to mitigate health crises. By combining mathematical theory with practical applications, Prof. Sène’s research is making meaningful strides in tackling pressing issues such as environmental sustainability and public health. His interdisciplinary approach reflects a commitment to improving the world through science. 🌱💧

Research Focus

Prof. Dr. Abdou Sène’s research primarily focuses on mathematical modeling, with a particular emphasis on engineering and environmental sciences. His work includes the study of orthodontic anomalies, masticatory function, shallow-water models, piezoelectric materials, and ecological modeling, such as carbon stocks in tree biomass. He has contributed significantly to the development of mathematical frameworks to address biological, physical, and engineering phenomena. His diverse interests span from environmental science and ecology 🌍🌱, to advanced engineering applications like piezoelectric materials ⚡ and sedimentation models 🌊. He is a key figure in interdisciplinary research bridging mathematics with applied sciences. 📚👨‍🔬

Publication top notes

Relationship between orthodontic anomalies and masticatory function in adults

On some spurious mode issues in shallow-water models using a linear algebra approach

Modelling of piezoelectric static thin plates

Allometric equations and carbon stocks in tree biomass of Jatropha curcas L. in Senegal’s Peanut Basin

Global analysis of a schistosomiasis infection model with biological control

Modelling of piezoelectric plates including magnetic effects

Efficacy of different fungicides against mango anthracnose in Senegalese Soudanian agroclimate

Modélisation asymptotique de plaques: Contrôlabilité exacte frontière, piézoélectricité

 

 

Neetu Malik | Mathematics | Best Researcher Award

Neetu Malik | Mathematics | Best Researcher Award

Dr Neetu Malik, Chandigarh University, India

Based on Dr. Neetu Malik’s academic background, research contributions, and teaching experience, she is a strong candidate for the Best Researcher Award. Here’s a breakdown of her qualifications:

Publication profile

Scopus 

Teaching Experience

Dr. Malik has served as an Assistant Professor at multiple institutions, including Chandigarh University and Maharani Kishori Jat Kanya Mahavidyalaya, specializing in mathematics. Her teaching career spans over five years, contributing to undergraduate and postgraduate education in mathematical sciences.

Educational Background

She holds a Ph.D. in Mathematics from Maharshi Dayanand University, Rohtak (2019–2024), focusing on seismic wave propagation in stressed mediums. Her M.Phil. and M.Sc. degrees, both with high distinction, further emphasize her expertise.

Research Contributions

Dr. Malik’s research is primarily focused on wave propagation in pre-stressed and complex mediums, such as Rayleigh and Love waves, contributing to the understanding of seismic and mechanical phenomena. She has co-authored several high-impact journal articles and presented at international conferences. Some notable works include:

  1. Study of Rayleigh Waves Propagation in Pre-stressed Anisotropic Layer Overlying a Sandy Half-Space – Published in Journal of Mathematical Sciences (2024).
  2. Impact of Initial Stress and Voids on Love Wave Propagation in Multilayered Media – Published in Mechanics of Advanced Materials and Structures (2024).

Her research highlights innovative approaches to modeling complex wave behaviors in stressed and composite mediums, making her a leader in the field of applied mathematics.

Conferences and Presentations

Dr. Malik has actively participated in various national and international conferences, including presenting at the 2023 International Conference on Computational Modelling, Simulation, and Optimization (ICCMSO). This international presence enhances her research’s visibility and impact.

Publication top notes

Influence of Initial Stress on Love Wave Propagation in Composite Structures

STUDY OF RAYLEIGH WAVES PROPAGATION IN PRE-STRESSED ANISOTROPIC LAYER OVERLYING A SANDY HALF-SPACE

Modeling Consolidation Behavior of a Finite Transversely Isotropic Soil Layer on Smooth Impermeable Base Under Plane Strain Conditions

Conclusion

Dr. Neetu Malik’s diverse experience in both academia and research, with a strong publication record, make her an ideal candidate for the Best Researcher Award. Her significant contributions to seismic wave propagation and computational modeling have advanced the field of applied mathematics.