Steve Bell's Math 693 class

MA 693 00 (CRN  21479) MWF  2:30-3:20 pm CL50 125

Boundary behavior of holomorphic functions

Professor Steve Bell OFFICE: Math 750 OFFICE PHONE: (765)-494-1497 E-MAIL: bell AT purdue DOT you_know_where OFFICE HOUR: T,Th 2:00-3:00 pm and by appointment

Course description

Official syllabus

Reference material

Paper: Something about Poisson and Dirichlet, S. R. Bell and Luis Reyna de la Torre,
Chapter 1 in Encyclopedia of Complex Analysis, Steven G. Krantz, editor,
CRC Press, Boca Raton, FL, 2022, 1-17.

Book: The Cauchy Transform, Potential Theory, and Conformal Mapping,
2nd Edition, S. R. Bell, CRC Press, Taylor and Francis, 2016.

Paper: The Cauchy kernel, the Szegö kernel, and the Riemann mapping function,
N. Kerzman and E. M. Stein, Math. Ann. 236 (1978), 85-93.

Book: An Introduction to Complex Analysis in Several Variables,
3rd Edition, L. Hörmander, North-Holland Mathematical Library, Volume 7.

More Reading materials for the course.

The AFTERMATH -- course notes and videos of the lectures.