Functions Complex Var I
Differentiation and integration, contour integration, poles and residues. Taylor and Laurent series, and conformal mapping.
Differentiation and integration, contour integration, poles and residues. Taylor and Laurent series, and conformal mapping.
Sequences and series of real and complex numbers, sequences of functions. Riemann-Stieltjes integration, Lebesque measure and integration.
May be repeated to a maximum of six semesters.
Reports and discussion on recent advances in Topology. May be repeated to a maximum of nine credits under different subtitles.
Reports and discussion on recent advances in group theory, ring theory, and homological algebra. May be repeated to a maximum of nine credits under different subtitles.
Reports and discussion on recent advances in group theory, ring theory, and homological algebra. May be repeated to a maximum of nine credits under different subtitles.
Residency credit for dissertation research after the qualifying examination. Students may register for this course in the semester of the qualifying examination. A minimum of two semesters are required as well as continuous enrollment (Fall and Spring) until the dissertation is completed and defended.
May be repeated to a maximum of 12 hours.
May be repeated indefinitely.
This course focuses on the study o electronic mass media. It surveys the cultural industries from multiple perspectives, including history, economics, production processes, content, social effects, diversity, and globalization. It emphasizes the relationship among the electronic mass media, culture, and power.