معرفی
Dean Baskin is an Associate Professor in the Department of Mathematics at Texas A&M University, affiliated with the College of Arts & Sciences. His research focuses on partial differential equations, mathematical physics, and geometric analysis, with particular emphasis on scattering theory, wave propagation, and spectral analysis. He holds an office in Blocker 614B and can be reached at dbaskin@tamu.edu. His work integrates advanced analytical techniques with geometric insights to study phenomena such as radiation fields, singularities in wave equations, and resonance structures on non-Euclidean spaces.
Key research interests include the mathematical theory of scattering resonances, asymptotic behavior of solutions to wave equations on various manifolds (e.g., asymptotically Minkowski spaces), and microlocal analysis. His articles explore topics such as diffraction effects in Dirac-Coulomb systems, quantum ergodicity on Riemann moduli spaces, and the propagation of singularities in hyperbolic PDEs.
While no specific awards or grants are listed in the provided materials, his publication record reflects sustained contributions to theoretical aspects of mathematical physics and analysis. No advisees or laboratory affiliations are explicitly mentioned, though his work likely involves collaboration with international research networks in geometric analysis and PDEs.
