جستجوی استاد راهنمای دانشگاهی

Bin Han is a Professor of Mathematics at the Department of Mathematical and Statistical Sciences , University of Alberta, Canada. He holds a PhD (1998), MSc (1994), and BSc (1991) in Mathematics from the University of Alberta, Chinese Academy of Sciences, and Fudan University, respectively. Research Interests: Computational Mathematics: High-order finite difference methods, numerical solutions of PDEs (Helmholtz, elliptic interface, Burgers' equations), and Fourier/wavelet-based algorithms. Applied Harmonic Analysis: Framelets/wavelets with applications in image processing, data sciences, and deep learning, focusing on directional and quasi-tight properties. Wavelet Theory: Construction of wavelets on bounded intervals for boundary value problems, Gibbs phenomenon analysis, and stability of refinable functions. Computer Aided Geometric Design (CAGD): Subdivision schemes, spline approximation, and isogemetric analysis. Article Trends: His recent work (2021-2022) emphasizes high-order finite difference methods for Helmholtz and interface problems, directional tensor product complex tight framelets for image processing, and quasi-tight framelets with balancing orders for robustness and sparsity. Scientific Awards: NSERC Postdoctoral Fellowship (1999-2000) Advising & Grants: He has supervised PhD students Qiwei Feng, Michelle Michelle, Ran Lu, and Chenzhe Diao. His research is supported by NSERC, Westgrid, Compute Canada, and MITACS.

• Computational Mathematics
• Numerical Partial Differential Equations (PDEs)
• Applied Harmonic Analysis
• +۴ مورد دیگر

Darrin Speegle is a Professor of Mathematics and Statistics at Saint Louis University, serving as Director of Data Science Education within the College of Arts and Sciences. He holds a Ph.D. from Texas A&M University, following a B.S. from the University of Texas and M.S. from Texas A&M. Education: B.S., University of Texas M.S., Texas A&M University Ph.D., Texas A&M University His research focuses on Harmonic Analysis , Wavelets , Tiling Theory , and Change Point Detection , with applications in signal processing, operator theory, and mathematical structures. Notable contributions include work on dilation/translation tilings, frame theory, and the HRT conjecture. His recent publications explore topics like expansive matrices, medical readiness partnerships, and Bayesian change-point estimation. He has collaborated on interdisciplinary studies, such as visual fixation patterns in dental diagnostics. His work bridges pure mathematics with applied fields like healthcare and data science. Advising/Grants: No specific grants or advised students listed. His research often involves theoretical collaborations with institutions like Wrocław University. Labs/Teams: Engaged with the Data Science Education initiative at SLU, though no dedicated lab/team is explicitly mentioned.

• Harmonic Analysis
• Wavelets
• Tiling
• +۳ مورد دیگر

Wenjie He is an Associate Professor in the Department of Computer Science at the University of Missouri-St. Louis. He holds a PhD from the University of Georgia. His research focuses on wavelet analysis, multiresolution tight frames, computer graphics (e.g., subdivision surfaces), image processing, evolutionary algorithms, and noise removal techniques. His interdisciplinary work bridges mathematics and computational methods, with applications in signal processing and data analysis. Education: PhD, University of Georgia Research Interests: Wavelet Analysis and Multiresolution Frames Image Processing and Noise Removal Computer Graphics (Subdivision Surfaces, Stroke-based Rendering) Evolutionary Algorithms His research output includes publications on topics such as nonstationary wavelet frames, spline-based signal processing, and evolutionary optimization techniques for rendering. His work emphasizes mathematical rigor and practical algorithmic solutions for real-world problems. Grants and Labs: No specific grants or labs mentioned in the provided text, but his research aligns with computational and mathematical methodologies common in academic computer science departments.

• Wavelet Analysis
• Multiresolution Tight Frames
• Computer Graphics
• +۵ مورد دیگر