MathGraduateSchedule2009-2010
 

UCLA DEPARTMENT OF MATHEMATICS SCHEDULE FOR
Graduate Math Courses 2009-2010

Classes are MWF unless stated otherwise.
Last Updated: September 8, 2009



FALL 2009
WINTER 2010
SPRING 2010
MWF
9:00
 
229A
Lie Groups and Lie Algebras
(Varadarajan)
 
229B
Lie Groups and Lie Algebras
(Varadarajan)
 
 
 
275A
Probability Theory
(Richthammer)
 
 
 
 
 
 
MWF
10:00
210A
Algebra
(Merkurjev)

210B
Algebra
(Merkurjev)

210C
Algebra
(Merkurjev)
251A
Introductory Partial Differential Equations
(Ralston)

254A
Topics in Real Analysis
(Tao)

254B
Topics in Real Analysis
(Tao)

220A
Logic and Foundations
(Martin)

220B
Logic and Foundations
(Martin)

269C
Advanced Numerical Analysis
(Vese)

 
 
 
272A
Foundations of Continuum Mechanics
(Teran)

 
 
 
M209A
Cryptography
(Ostrovsky)

MWF
11:00
225A
Differentiable Topology
(Manolescu)

251B
Topics in Partial Differential Equations
(Eskin)

251C
Topics in Partial Differential Equations
(Visan)

246A
Complex Analysis
(Killip)

225B
Differential Geometry
(Grene)

285K
Seminar in Probability
(Roch)
273
Optimization, Calculus of Variations, and Control Theory
(Vese)

246B
Complex Analysis
(Killip)
 
 
 
MWF
12:00
266A
Applied Ordinary Differential Equations
(Kim)

266B
Applied Partial Differential Equations
(Kim)

225C
Algebraic Topology
(Liu, K)

207A
Topics in Number Theory
(Hida)(MW 12-2)

M217
Geometry and Physics
(Liu, K)

233
Partial Differential Equations on Manifolds
(Petersen)

 
 
 
270C
Computational Linear Algebra
(Cai)(MW 12-1:20)
270B
Computational Linear Algebra
(Teran)
 
 
 
226A
Differential Geometry
(Petersen)

 
 
 
MWF
1:00
 
 
 
214A
Introduction to Algebraic Geometry
(Balmer)(M 1-1:50, W 1-2:45)

214B
Introduction to Algebraic Geometry
(Balmer)(W 2-3, F 1-3)

223D
Topics in Descriptive Set Theory
(Hjorth)

 
 
 
220C
Mathematical Logic
(Neeman)

245A
Real Analysis
(Garnett)
245B
Real Analysis
(Garnett)
245C
Real Analysis
(Garnett)
 
 
 
285G
Seminar in Analysis
(Visan)

246C
Complex Analysis
(Duke)(M 1-3, W 1-2)
 
 
 
255B
Topics in Functional Analysis
(Effros)
275C
Stochastic Processes
(Liggett)
 
 
 
 
 
 
285N
Seminar in Combinatorics
(Pak)
MWF
2:00
227A
Algebraic Topology
(Haesemeyer)
227B
Algebraic Topology
(Manolescu)
266C
Applied Partial Differential Equations
(Bertozzi)

255A
Functional Analysis
(Effros)
 
 
 
223M
Topics in Model Theory
(Achenbrenner)

270A
Techniques of Scientific Computing
(Teran)
207B
Topics in Number Theory
(Rogawski)
259B
Operator Algebras
(Dima)(MW 2-3:30)
 
 
 
285J
Applied Mathematics
(Osher)(MW 2-3:15)
285E
Seminar in Geometry
(Greene)
 
 
 
218C
Topics in Discrete Mathematics
(Sudakov)(MW 2-4)
 
 
 
 
 
 
 
218A
Discrete Mathematics: Probabilistic Methods
(Sudakov)
MWF
3:00
246B
Complex Analysis
(Duke)
259A
Operator Algebras in Hilbert Space
(Effros)
205B
Number Theory
(Blasius)(MW 3-4:15)

285J
Applied Mathematics
(Vese)(MF 3-4:30)
269B
Advanced Numerical Analysis
(Anderson)
269C
Advanced Numerical Analysis
(Vese)(MF 3-4:15)

285I
Functional Analysis
(Shalom)(MW 3-5)
275B
Probability Theory
(Roch)
 
 
 
269A
Advanced Numerical Analysis
(Anderson)
 
 
 
 
 
 
MWF
4:00
215A
Commutative Algebra
(Elman)
223S
Topics in Set Theory
(Neeman)(MW 4-5:15)

 
 
 


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