Baisheng Yan

Baisheng Yan serves as Professor of Mathematics at Michigan State University, holding this position since July 2008 after advancing from Assistant Professor (1997-2002) to Associate Professor (2002-2008). His career includes significant visiting appointments as Tang Ao-Qing Visiting Professor at Jilin University (2011-2012) and New Direction Visiting Professor at the University of Minnesota's Institute for Mathematics and its Applications (2004-2005).

His educational background features:

• B.Sc. in Mathematics from Jilin University, China (1984)
• Ph.D. in Mathematics from the University of Minnesota (1993)

Yan's research centers on nonlinear partial differential equations and calculus of variations, with specialization in cavitation phenomena in elastic deformations, micromagnetics, and forward-backward diffusion equations. His work bridges theoretical mathematics with applications in continuum mechanics and materials science, particularly addressing stability of weakly almost conformal mappings and energy minimization in ferromagnetic systems.

Analysis of his 15 most recent publications (2011-2018) reveals a dominant focus on degenerate PDEs including the Perona-Malik equation and Landau-Lifshitz models, employing differential inclusions and convex integration techniques. His research demonstrates consistent exploration of solution regularity, asymptotic behavior, and existence theory across micromagnetics, liquid crystal elastomers, and nonlinear diffusion phenomena.

No scientific awards or fellowships were documented in the source material.

While the text confirms his role as Director of Graduate Studies (2006-2008), it contains no specific information regarding student advisement or research grants. His lecture notes for graduate courses including Existence and Regularity Theory for Nonlinear Elliptic Systems and Variational Methods for PDEs indicate active curriculum development in core analysis topics.

Though no dedicated laboratory or research team is explicitly mentioned, his collaborative work with researchers like Seonghak Kim, W. Deng, and P. Pedregal across multiple publications suggests ongoing interdisciplinary partnerships in mathematical physics and materials modeling.