- Mathematics 30650, Fall 2010 INSTRUCTOR: Mei-Chi Shaw (Office Hayes-Healy 244, phone 631-6357 e-mail Shaw.1@nd.edu)
- REAL AND COMPLEX MANIFOLDS We shall begin by defining holomorphic functions and the Cauchy-Riemann equa-
- Mei-Chi Shaw Spring 2011, MWF 9:35-10:25 am. HH 125
- Contemporary Mathematics Volume 00, 1997
- Mathematics 30750, Spring 2010 Lecturer: Mei-Chi Shaw, Office Hayes-Healy 244, phone 631-6357
- THE CLOSED RANGE PROPERTY FOR ON DOMAINS WITH PSEUDOCONCAVE BOUNDARY
- ON THE INTERPLAY BETWEEN SEVERAL COMPLEX VARIABLES,
- SERRE DUALITY ON DOMAINS IN COMPLEX MANIFOLDS AND APPLICATIONS
- Mei-Chi Shaw Fall 2011, MWF 11:45-12:35.
- Results from MathSciNet: Mathematical Reviews on the Web c Copyright American Mathematical Society 2002
- MATH 80370, Topics in Complex Analysis Instructor: Mei-Chi Shaw
- The Journal of Geometric Analysis Volume 13, Number 2, 2003
- Pure and Applied Mathematics Quarterly Volume 6, Number 3
- BULLETIN (New Series) OF THE AMERICAN MATHEMATICAL SOCIETY
- Curriculum Vitae Mei-Chi Shaw
- Math. 60370 Basic Complex Analysis I Mei-Chi Shaw
- Curriculum Vitae Mei-Chi Shaw
- THE CAUCHY-RIEMANN EQUATIONS ON PRODUCT DOMAINS DEBRAJ CHAKRABARTI AND MEI-CHI SHAW
- DOI 10.1007/s00208-010-0547-x Mathematische Annalen The CauchyRiemann equations on product domains
- Mathematics 30650, Section 1, Fall 2011 INSTRUCTOR: Mei-Chi Shaw (Office Hayes-Healy 244, phone 631-6357 e-mail Shaw.1@nd.edu)
- Mei-Chi Shaw Fall 2011, MWF 11:45-12:35
- MATH 80380, Topics in Complex Analysis Spring 2012, Mei-Chi Shaw
- Curriculum Vitae Mei-Chi Shaw
- MATH 80380, Topics in Complex Analysis Spring 2012, Mei-Chi Shaw
