2012-2013 Tentative Schedule
 

UCLA DEPARTMENT OF MATHEMATICS SCHEDULE FOR
2012-2013
Classes are MWF unless stated otherwise.
Last Updated: July 16, 2012
 
 
COURSE FALL 2012   WINTER 2013   SPRING 2013  
203--Master's Linear Algebra            
204--Master's Analysis            
205A--Number Theory Sec. 1--3-4:20-1 MW Blasius        
205B--Number Theory     Sec. 1--3-4:20 MW Blasius    
205C--Number Theory          Sec. 1-- 3-4:20 MW Duke
206A--Combinatoral Theory Sec. 1--12 Pak        
207A--Topics in Number Theory Sec. 1--MWF 12-2 Hida        
207B--Topics in Number Theory     Sec. 1--12-2 MWF Hida    
207C--Topics in Number Theory            
M208A--Topics in Applied Number Theory            
210A--Algebra Sec. 1--10 Balmer        
210B--Algebra     Sec. 1--10 Merkurjev    
210C--Algebra         Sec. 1--10 Balmer
212 - Homological Algebra            
213A--Theory of Groups      Sec. 1--1 Rouquier    
213B--Theory of Groups         Sec. 1--1 Rouquier
214A--Introduction to Algebraic Geometry     Sec. 1--9 Haesemeyer    
214B--Introduction to Algebraic Geometry         Sec. 1--9 Haesemeyer
215A--Commutative Algebra Sec. 1--1 Totaro        
215B--Commutative Algebra            
216--Topics in Algebraic Geometry     Sec. 1--11 Totaro    
M217--Geometry & Physics     Sec. 1--10 Liu, K.    
218A--Discrete Mathematics: Probability Methods Sec. 1--3-5 MW Sudakov        
218B--Discrete Mathematics: Algebraic Methods     Sec. 1--3-5 MW Sudakov    
218C-- Topics in Discrete Mathematics:             
220A--Mathematical Logic & Set Theory Sec. 1--1 Aschenbrenner        
220B--Mathematical Logic & Set Theory     Sec. 1--1 Aschenbrenner    
220C--Mathematical Logic & Set Theory         Sec. 1--1 Martin
223A--Model Theory            
223C--Topics in Computability Theory            
223D--Topics in Descriptive Set Theory Sec. 1--3-4:30 MW Moschovakis     Sec. 1--3-4:30 MW Kwiatkowska
223M--Topics in Model Theory            
223S--Topics in-Set Theory     Sec. 1--3-4:30 Martin    
225A--Differential Topology Sec. 1--9 Manolescu        
225B--Differential Geometry     Sec. 1--12 Greene, R.    
225C--Algebraic Topology         Sec. 1--12 Greene, R.
226A--Differential Geometry Sec. 1--11 Petersen        
226B--Differential Geometry     Sec. 1--11 Petersen    
227A--Algebraic Topology Sec. 1--10 Liu, K.        
227B--Algebraic Topology            
229A--Lie Groups and Lie Algebras            
229B--Lie Groups   and Lie Algebras            
233-Partial Differential Equations on Manifolds            
234--Topics in Defferential Geometry            
235--Topics in Manifold Theory            
236--Topics in Geometric Topology            
237--Topics in Algebraic Topology            
238A--Dynamical Systems            
245A--Real Analysis Sec. 1--2 Garnett        
245B--Real Analysis     Sec. 1--2 Tao    
245C--Real Analysis         Sec. 1--2 Tao
246A--Complex Analysis Sec. 1--11 Killip        
246B--Complex Analysis     Sec. 1--11 Killip    
246C--Complex Analysis            
247A--Classical Fourier Analysis Sec. 1--10 Visan        
247B--Classical Fourier Analysis     Sec. 1--10 Viisan    
250A--Ordinary Differential Equations            
250B--Nonlinear Ordinary Differential Equations            
251A--Introductory PDEs Sec. 1--10 cancel        
251B--Topics in PDEs         Sec. 1--11 Ralston
251C--Topies in PDEs            
252A--Topics in Complex Analysis Sec. 1--1 Bonk        
252B--Topics in Complex Analysis     Sec. 1--1 Bonk    
253A--Several Complex Variables            
254A--Topics in Real Analysis            
254B--Topics in Real Analysis            
255A--Functional Analysis Sec. 1--12 Effros        
255B--Topics in Functional Analysis     Sec. 1--12 Effros    
255C--Topics in Functional Analysis         Sec. 1--12 Effros
259A--Operator Algebras in Hilbert Space Sec. 1--2 Sinclair        
259B--Operator Algebras in Hilbert Space     Sec. 1--2 Sinclair    
260--Intro to Applied Math            
M261--Game Theory            
265B--Real Analysis for Applications            
266A--Applied ODEs Sec. 1--3 van Gennip        
266B--Applied PDEs     Sec. 1--3 Kim    
266C--Applied PDEs         Sec. 1--3 Kim
266D--Applied Differential Equations            
266E--Applied Differential Equations            
M268A-App. Math Engineering            
269A--Advanced Numerical Analysis Sec. 1--1 Anderson        
269B--Advanced Numerical Analysis     Sec. 1--1 Von Brecht    
269C--Advanced Numerical Analysis         Sec. 1--1 Vese
270A--Techniques of Scientific Computing Sec. 1--2 Teran        
270B--Computational Linear Algebra     Sec. 1--2 Laub    
270C--Computational Linear Algebra         Sec. 1--2 Teran
270D--Computational Fluid Dynamics            
270E--Computational Fluid Dynamics     Sec. 1--11 Anderson    
272A--Continuum Mechanics            
272B--Math-Fluid Mechanics         Sec. 1--11 Roper
272C-Magnetohydrodynamic            
273--Optimization & Control Theory     Sec.1--2-3:20 Vese    
274A--Asymptotic Methods Sec. 1--11 Roper        
274B--Perturbation Methods            
275A--Probability Theory Sec. 1--9 Biskup        
275B--Probability Theory     Sec. 1--9 Biskup    
275C--Stochastic Processes         Sec. 1--9 Biskup
275E--Stochastic Partical Systems            
285B--Number Theory         Sec. 1--11 Khare
285C--Algebra Sec. 1-2 Merkurjev        
285E - Geometry         Sec. 1--10 Varadarajan
285J--Applied Math Sec. 1--2-3:30 Kim     Sec. 1--2 Bertozzi/Short
             
285N--Combinatorics     Sec. 1--12 Pak    
495 --Teaching College Mathematics Sec. 1--12 Radko        

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