PAUL BALMER
Professor of Mathematics
UCLA 




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PAST TEACHING



Fall 2012: Graduate Algebra (Math 210A, UCLA). See old web page
Spring 2012: Linear Algebra (Math 115A, UCLA). See old web page
Winter 2012: Linear Algebra (Math 33A, UCLA). See old web page
Fall 2011: Topics in Algebraic Geometry (Math 216, UCLA).
Spring 2011: Linear Algebra (Math 33A, UCLA). See old web page
Winter 2011: Homological Algebra (Math 212, UCLA).
Spring 2010: Algebraic Geometry (Math 214B, UCLA).
Winter 2010: Linear Algebra (Math 33A, UCLA). See old web page
Winter 2010: Algebraic Geometry (Math 214A, UCLA).
Spring 2009: Algebra (Math 210C, UCLA). See homework.
Winter 2009: Algebra (Math 210B, UCLA). See homework.
Fall 2008: Algebra (Math 210A, UCLA). See homework.
Spring 2008: Voevodsky's triangulated categories of motives (Math 285C, UCLA)
Winter 2008: Homological Algebra (Math 212, UCLA)
Fall 2007: Complex Analysis (Math 132, UCLA)
Summer 2007: Commutative Algebra (ETHZ)
Winter 06-07: Algebra and Topology research seminar (ETHZ)
Summer 06: Modular representation theory (ETHZ)
Winter 05-06: Lineare Algebra (German, ETHZ)
Summer 05: Commutative algebra and algebraic geometry, an introduction
Winter 04-05: Lineare Algebra (German, ETHZ)
Summer 04: Komplexe Analysis (German, ETHZ)
Winter 03-04: An introduction to the Milnor Conjectures (ETHZ)
Summer 03: Komplexe Analysis (German, ETHZ)
Winter 02-03: Triangulated categories (ETHZ)
Spring 2000: Topology (UWO)
1999-2000: Calculus (UWO)


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