Course Outline Complex manifolds Math 241, Fall 1992, Berkeley CA C. McMullen Texts: Griffiths and Harris, Principles of algebraic geometry. Griffiths, Introduction to algebraic curves. Farkas and Kra, Riemann surfaces.

First Page		Document Content
Date: 2007-03-18 16:02:52 Riemann surfaces Analytic number theory Riemann–Roch theorem Harmonic function Holomorphic function Riemann mapping theorem Adjunction formula Differentiable manifold Covering space Mathematical analysis Abstract algebra Geometry		Course Outline Complex manifolds Math 241, Fall 1992, Berkeley CA C. McMullen Texts: Griffiths and Harris, Principles of algebraic geometry. Griffiths, Introduction to algebraic curves. Farkas and Kra, Riemann surfaces. Add to Reading List Source URL: www.math.harvard.edu Download Document from Source Website File Size: 100,36 KB Share Document on Facebook

	WEAK FANO THREEFOLDS OBTAINED BY BLOWING-UP A SPACE CURVE AND CONSTRUCTION OF SARKISOV LINKS ´ EMY ´ ´ DocID: 1qRQp - View Document
	1 A Note on the Complexity of Real Algebraic Hypersurfaces Michael Kerber DocID: 1lcNp - View Document
	INTRODUCTION TO MORI THEORY Cours de M2 – [removed]Universit´e Paris Diderot Olivier Debarre November 15, 2011 DocID: NIAJ - View Document
	Course Outline Complex manifolds Math 241, Fall 1992, Berkeley CA C. McMullen Texts: Griffiths and Harris, Principles of algebraic geometry. Griffiths, Introduction to algebraic curves. Farkas and Kra, Riemann surfaces. DocID: 56hp - View Document