Winter 2008 Math Courses




Course Title Lecture(s)
Math 1 PrecalculusLecture 1, GREENE
Math 2 Finite MathematicsLecture 1, PRAVDA-STAROV
Math 3A Calculus for Life Sciences StudentsLecture 1, DAI
Lecture 2, WEISBART
Math 3B Calculus for Life Sciences StudentsLecture 1, POPA
Lecture 2, PRAVDA-STAROV
Math 3C Probability for Life Sciences StudentsLecture 1, PREDA
Math 31A Differential and Integral CalculusLecture 1, HOUDAYER
Lecture 2, RICHTHAMMER
Math 31B Integration and Infinite SeriesLecture 1, FATTORINI
Lecture 2, PASOUR
Lecture 3, HADDAD
Lecture 4, VALDIMARSSON
Lecture 5, PREDA
Lecture 6, DEVITA
Math 32A Calculus of Several VariablesLecture 1, PARK
Lecture 2, ROGAWSKI
Lecture 3, FERNOS
Lecture 4, SHE
Math 32B Calculus of Several VariablesLecture 1, LIU
Lecture 2, ROGAWSKI
Lecture 3, WEINSTEIN
Lecture 4, KUCHERENKO
Math 33A Linear Algebra and ApplicationsLecture 1, WANG
Lecture 2, ZHANG
Lecture 3, MATHEWS
Lecture 3, BROSE
Math 33B Differential EquationsLecture 1, BOISVERT
Lecture 2, LEE
Lecture 3, BROSE
Lecture 3, BUNN
Math 61 Introduction to Discrete StructuresLecture 1, HIDA
Math 71SL Classroom Practices in Elementary School MathematicsLecture 1, GAMELIN
Lecture 2, GAMELIN
Math 98XA PEERS Collaborative Learning Workshops for Life Sciences MajorsLecture 1, PETERSEN
Lecture 2, PETERSEN
Math 98XB PEERS Collaborative Learning Workshops for Physical Sciences and Engineering MajorsLecture 1, PETERSEN
Lecture 2, PETERSEN
Math 105B Teaching of MathematicsLecture 1, CALAHAN
Lecture 1, CALAHAN
Math 106 History of MathematicsLecture 1, GAMELIN
Lecture 1, GAMELIN
Math 110A AlgebraLecture 1, ENDERTON
Math 110B AlgebraLecture 1, HIDA
Math 110BH Algebra (Honors)Lecture 1, GIESEKER
Math 113 CombinatoricsLecture 1, DOKOS
Lecture 2, WEINSTEIN
Math M114S Introduction to Set TheoryLecture 1, MOSCHOVAKIS
Math 115A Linear AlgebraLecture 1, VALDIMARSSON
Lecture 2, ROTHSCHILD
Lecture 3, BOISVERT
Lecture 4, PREDA
Math 115B Linear AlgebraLecture 1, HOUDAYER
Math 120A Differential GeometryLecture 1, GREENE
Math 131A AnalysisLecture 1, KUCHERENKO
Lecture 2, DE SAPIO
Lecture 3, ESKIN
Math 131B AnalysisLecture 1, HITRIK
Math 131BH Analysis (Honors)Lecture 1, LIGGETT
Math 131C Topics in AnalysisLecture 1, BLASIUS
Lecture 1, GAUTAM
Math 132 Complex Analysis for ApplicationsLecture 1, GROSSMAN
Lecture 2, ROBERTS
Math 134 Linear and Nonlinear Systems of Differential EquationsLecture 1, DAI
Math 135 Ordinary Differential EquationsLecture 1, SZLAM
Lecture 2, MESS
Math 142 Mathematical ModelingLecture 1, SONG
Math 151A Applied Numerical MethodsLecture 1, WARD
Lecture 2, LAURENT
Math 151B Applied Numerical MethodsLecture 1, XIA
Math 155 Mathematical ImagingLecture 1, VESE
Math 164 OptimizationLecture 1, FATTORINI
Lecture 2, BROWN
Math 167 Mathematical Game TheoryLecture 1, RADKO
Math 170A Probability TheoryLecture 1, KHAN
Math 170B Probability TheoryLecture 1, CHAYES
Math 172B Actuarial MathematicsLecture 1, KONG
Math 181 Mathematics of FinanceLecture 1, CAFLISCH
Math 191 Variable Topics Research Seminars: MathematicsLecture 1, RADKO
Math 205B Number TheoryLecture 1, KHARE
Math 210B AlgebraLecture 1, ELMAN
Lecture 1, ELMAN
Math 212 Homological AlgebraLecture 1, BALMER
Math M217 Geometry and PhysicsLecture 1, LIU
Math 220B Mathematical Logic and Set TheoryLecture 1, MOSCHOVAKIS
Math 225C Further Topics in Geometry and TopologyLecture 1, PETERSEN
Math 226B Differential GeometryLecture 1, GREENE
Math 229B Lie Groups and Lie AlgebrasLecture 1, VARADARAJAN
Math 234 Topics in Differential GeometryLecture 1, WYLIE
Math 245B Real AnalysisLecture 1, KIM
Math 246C Complex AnalysisLecture 1, DUKE
Math 251B Topics in Partial Differential EquationsLecture 1, ESKIN
Math 254A Topics in Real AnalysisLecture 1, TAO
Math 254B Topics in Real AnalysisLecture 1, GARNETT
Math 255B Topics in Functional AnalysisLecture 1, EFFROS
Math 259A Operator Algebras in Hilbert SpaceLecture 1, SHLYAKHTENKO
Math 266B Applied Partial Differential EquationsLecture 1, RALSTON
Math 269B Advanced Numerical AnalysisLecture 1, CAFLISCH
Math 270B Mathematical Aspects of Scientific Computing: Computational Linear AlgebraLecture 1, LAUB
Math 272A Foundations of Continuum MechanicsLecture 1, TERAN
Math 275B Probability TheoryLecture 1, GRIMMETT
Lecture 1, GRIMMETT
Math 285D Seminar: LogicLecture 1, ASCHENBRENNER
Math 285I Seminar: Functional AnalysisLecture 1, SHALOM
Lecture 2, JUNG
Lecture 2, JUNG
Math 285J Seminar: Applied MathematicsLecture 1, SUDAKOV
Math 290M Seminar: Current Literature in MathematicsLecture 1, VARADARAJAN
Math 290B Seminar: Current Literature in Number TheoryLecture 1, DUKE
Math 290C Seminar: Current Literature in AlgebraLecture 1, GIESEKER
Lecture 1, GIESEKER
Lecture 2, BALMER
Math 290D Seminar: Current Literature in LogicLecture 1, MOSCHOVAKIS
Math 290E Seminar: Current Literature in GeometryLecture 1, LIU
Math 290F Seminar: Current Literature in TopologyLecture 1, BROWN
Math 290G Seminar: Current Literature in AnalysisLecture 1, GARNETT
Lecture 1, TAO
Lecture 1, THIELE
Lecture 2, ESKIN
Lecture 2, RALSTON
Lecture 2, HITRIK
Lecture 3, GREENE
Math 290I Seminar: Current Literature in Functional AnalysisLecture 1, SHLYAKHTENKO
Lecture 2, POPA
Math 290J Seminar: Current Literature in Applied MathematicsLecture 1, BERTOZZI
Lecture 2, VESE
Lecture 3, CHAN
Lecture 5, KIM
Math 296B Participating Seminar: Number TheoryLecture 1, WEINSTEIN
Lecture 2, BURHANUDDIN
Math 296C Participating Seminar: AlgebraLecture 1, ELMAN
Lecture 1, BALMER
Math 296D Participating Seminar: LogicLecture 1, MOSCHOVAKIS
Math 296G Participating Seminar: AnalysisLecture 1, TAO
Math 296I Participating Seminar: Functional AnalysisLecture 1, POPA
Math 296J Participating Seminar: Applied MathematicsLecture 1, OSHER
Lecture 2, CHAN
Lecture 3, VESE
Math 296K Participating Seminar: ProbabilityLecture 1, CHAYES
Math 330 Observation and Participation: Mathematics and Science InstructionLecture 1, HAKANSSON
Math 375 Teaching Apprentice PracticumLecture 1, BLASIUS
Lecture 2, BROSE
Lecture 3, BROWN
Lecture 4, CAFLISCH
Lecture 5, CHAYES
Lecture 6, DE SAPIO
Lecture 7, ESKIN
Lecture 8, FATTORINI
Lecture 9, GAMELIN
Lecture 10, GIESEKER
Lecture 11, GROSSMAN
Lecture 12, GREENE
Lecture 13, HIDA
Lecture 14, HITRIK
Lecture 15, KIM
Lecture 16, LIGGETT
Lecture 17, LIU
Lecture 18, LIU
Lecture 19, MESS
Lecture 20, MOSCHOVAKIS
Lecture 22, PETERSEN
Lecture 23, POPA
Lecture 24, RALSTON
Lecture 25, ROBERTS
Lecture 26, ROGAWSKI
Lecture 27, ROTHSCHILD
Lecture 28, VESE


UCLA Mathematics Winter 2008 math courses  |  ucla math