M953 Homework 8

Due Monday, April 26, 2002



[1] Problem 5-30, p. 122. (This problem is an algebraic version of a theorem from complex analysis that says that a holomorphic function on a compact Riemann surface is constant.)

[2] Problem 5-31, p. 125.

[3] What is the correct spelling and pronunciation of Pappas name, and when did he live?