LECTURE-LIST-MICHAELMAS TERM 2009 141 Lectures Proposed by the Board of the Faculty of Mathematics MATHEMATICAL TRIPOS Lectures proposed by the Board of theFacultyof Mathematics. Graduates of the University whoare not reading for anyUniversity Examination may attend without payment any lectures proposed by the Faculty Board of Mathematics. Part IA students are recommended to attend the induction session which will be held from 9.30 a.m. to 10.45 a.m. onWednesday 7 October 2009, in the Cockcroft Lecture Theatre. A meetingwill be heldfor all Part IA students on Friday 30 April 2010 at 2.00 p.m. in Mill Lane Room3 to discussexaminations and examination techniques. Note that the non-examinable courses on Topics in the History of Mathematics will be of interest to all students reading the Mathematical Tripos. Full details are given below. Lectures for Part IAofthe Mathematical Tripos will be held in the Cockcroft Lecture Thealre unless otherwise stated. Analysis I PROF. G. P. PATERNAIN M. W. F II Dynamics and Relativity DR S. T. C. SIKLOS M. W. F 12 Arts School Room A. Belle't Street Vector Calculus DR J. M. EVANS Tu. Th. S. 10 Probability PROF. G.R. GRIMMETT Tu. Th.S.ll .Numbersand Sets PROF. A. G. THOMASON . M. w. F. 10 ~Groups '. PROF. J. SAXL M.WFll Vectorsand Matrices DR S. J. COWLEY Tu. Th. S. 10 Differential Equations PROF. M. G. WORSTER Tu. Th. S. II Non-Examinable Courses Topics in the Historyof Mathematics: Ancients to the Renaissance DR P. BURSILL-HALL W. F. 4, CentreJor ,"lathemaNcalSciences. Room] Introduction toMechanics DR S.T.C. SIKLOS Tu. Th. 12, Arts School, RoomB, BenetStreet (Twelve lectures) Non-Examinable Course Topics in the History of Mathematics: Renaissance tothe 19'h Century DRP. BURSILL-HALL W. F. 4, CentreJorMathematical Sciences, Room] Metric and Topological Spaces' DR I. SMITH M. W. F. 10, MillLalle Room] (Twelve lectures) Variational Principles' DR D. M. A. STUART M. W. F II, Mill Lane Room] (Twelve lectures) Optimisation' PROF. R.R. WEBER M. W. F. 12, Mill Lalle Room] (Twelve lectures) Computational Projects' DR S. J. COWLEY Tu. Th. 10 (Eight lectures) Non-Examinable Course Concepts in Theoretical Physics DRD. TONG AND DR N.BERLOFF Tu. Th. 11 (Eight lectures)
Transcript
LECTURE-LIST-MICHAELMAS TERM 2009 141
Lectures Proposed by the Board of the Faculty of Mathematics
MATHEMATICAL TRIPOS
Lectures proposed by the Board of the Faculty of Mathematics. Graduates of the University who arenot reading for any University Examination may attend without payment any lectures proposed bythe Faculty Board of Mathematics.
Part IA students are recommended to attend the induction session which will be held from 9.30 a.m. to10.45 a.m. on Wednesday 7 October 2009, in the Cockcroft Lecture Theatre.
A meeting will be held for all Part IA students on Friday 30 April 2010 at 2.00 p.m. in Mill Lane Room 3to discuss examinations and examination techniques.
Note that the non-examinable courses on Topics in the History of Mathematics will be of interest to allstudents reading the Mathematical Tripos. Full details are given below.
Lectures for Part IA of the Mathematical Tripos will be held in the Cockcroft Lecture Thealre unlessotherwise stated.
Analysis IPROF. G. P. PATERNA IN
M. W. F IIDynamics and Relativity
DR S. T. C. SIKLOSM. W. F 12Arts School Room A. Belle't Street
Vector CalculusDR J. M. EVANS
Tu. Th. S. 10Probability
PROF. G. R. GRIMMETTTu. Th.S.ll
.Numbers and SetsPROF. A. G. THOMASON
. M. w. F. 10~Groups'. PROF. J. SAXL
M.WFllVectors and Matrices
DR S. J. COWLEYTu. Th. S. 10
Differential EquationsPROF. M. G. WORSTER
Tu. Th. S. II
Non-Examinable CoursesTopics in the History of Mathematics: Ancients to the
RenaissanceDR P. BURSILL-HALL
W. F. 4, CentreJor ,"lathemaNcal Sciences. Room]Introduction to Mechanics
DR S. T. C. SIKLOSTu. Th. 12, Arts School, Room B, Benet Street (Twelve
lectures)
Non-Examinable CourseTopics in the History of Mathematics:
Renaissance to the 19'h CenturyDR P. BURSILL-HALL
W. F. 4, CentreJor Mathematical Sciences,Room]
Metric and Topological Spaces'DR I. SMITH
M. W. F. 10, Mill Lalle Room] (Twelvelectures)
Variational Principles'DR D. M. A. STUART
M. W. F II, Mill Lane Room] (Twelvelectures)
Optimisation'PROF. R. R. WEBER
M. W. F. 12, Mill Lalle Room] (Twelvelectures)
Computational Projects'DR S. J. COWLEY
Tu. Th. 10 (Eight lectures)
Non-Examinable CourseConcepts in Theoretical Physics
DR D. TONG AND DR N. BERLOFFTu. Th. 11 (Eight lectures)
142 LECTURE-LIST-MICHAELMAS TERM 2009
Faculty of Mathematics (continued)MATHEMATICAL TRIPOS, PART IB
MethodsDR C. P. CAULFIELD
M. WF.9Analysis 0
DR A. G. KOVALEVM. W F. to
Linear AlgebraDR T. A. FISHER
M.WF.LlMarkov Chains
PROF. Y. M. SUHOVTu. Th. 10 (TweLve lectures)
Quantum MechanicsPROF. N. DOREY
Tu.Th.ILFluid f)yu3mies I?ErnOVW
PROF. II. E!. IIUPPER1"HI.TR.12
Complex Ail3lysisPROF. 1. M. E. HYLAND
M. W9Groups, Rings and Modules
DR R. D. CAM1NAM. WF. 10
ElectromagnetismDR N. G. BERLOFF
M.WLIComplex Methods
PROF. G. w. GIBBONSM. WL2
Numerical AnalysisPROF. A. ISERLES
Tu. Th. 9Statistics
DR R.I. SAMWORTHTu. Th. LO
GeometryPROF. B. J. TOTARO
Tu.Th.LIFluid Dynamics
PROF. H. E. HUPPERTTu. Th. 12
Non-Examinable CourseTopics in the History of Mathematics: Ancients to the
RenaissanceDR P. BURSILL-HALL
W. F. 4, Centre/or Mathematical Sciences, Room 3
Non-Examinable CourseTopics in the History of Mathematics:
Renaissance to the 19'h CenturyDR P. BURSILL-HALL
W F. 4, Centre/or Mathematical Sciences,Room 3
Metric and Topological SpacesDR I. SMITH
M. W F. LO(Twelve lectures)Variational Principles
DR D. M. A. STUARTM. W F. LI (Twelve lectures)
OptimisationPROF. R. R. WEBER
M. W F. 12 (Twelve lectures)
LECTURE-LIST-MICHAELMAS TERM 2009 143
Faculty of Mathematics (continued)
Lectures will be held in the Meeting Rooms (MR) of the Centre for Mathematical Sciences, Clarkson Road, unlessotherwise stated.A meeting will be held on Wednesday 9 June 2010 for finalists who may continue to Part III of the Tripos in 2009-10. Themeeting will be held in MR2 at the Centrefor Mathematical Sciences at 11.15 a.m.
Topics in AnalysisDR N. WICKRAMASEKERA
M. W F 10, MR2Computational Projects
DR S. J. COWLEY~2-4,MR2(Onelecture) TlL. 1130d:.
Dynamical SystemsDR J. M. STEWART
Tu. Th. S. 9, MRJNumber Theory
PROF. J. H. COATESTu. Th. S. 10, MR2
Classical DynamicsDR P. D. D'EATH
Tu. Th. S. 12, MRJ
Probability and MeasurePROF. J. R. NORRIS
MWF9,MRJNumerical Analysis
DR A. SHADRINM. W F 9, MR4
WavesPROF. J. R. LISTER
M. W F 10, MRJPrinciples of Statistics
PROF. A. P. DAWIDM. W F 10,MR4
Optimisation and ControlPROF. L. C. G. ROGERS
M. W II, MRJPartial Differential Equations
PROF. P. MARKOWICHM.WFI1,MR4
Principles of Quantum MechanicsDR B. ALLANACH
M. W F 12,MR2Algebraic Geometry
PROF. I. GROJNOWSKIM. W F 12, MR4
Riemann SurfacesPROF. P. M. H. WILSON
Tu. Th. 9, MR4Asymptotic Methods
DR C. SPARBERTu. Th. 10, MR3
Galois TheoryDR T. YOSHIDATu.Th.S.II,MR2
ElectrodynamicsPROF. M. J. PERRY
Tu. Th. II, MR3Graph Theory
DR P. A. RUSSELLTu. Th. S. 12, MR2
The following COllrseis non-examinableTopics in the History of Mathematics: Ancients to the
RenaissanceDR P. BURSILL-HALL
W. F 4, Centre/or Mathematical Sciences, Room 3
Statistical ModeUingDR R. NICKL AND DR S. DE ROOIJ
M. W F 9, MR4Further Complex Methods
PROF. T. FOKASM. W. FIl,MR2
CosmologyPROF. A. C. DAVIS
M. W F 12, MR2Mathematical Biology
PROF. R. E. GOLDSTEINTu. Th. S. 9, MRJ
Coding and CryptographyPROF. T. W. KORNER
Tu. Th. S. II, MR2Geometry and Groups
DR T. K. CARNETu. Th. S. 12, MR2
Logic and Set TheoryPROF. I. B. LEADER
M. W. F 9, MR2Fluid Dynamics
PROF. M. R. E. PROcrORM. W F 9, MRJ
Representation TheoryDRS. MARTrN
M. W F 10, MR2Applications of Quantum Mechanics
PROF. R. R. HORGANM. W F 10, MR3
Algebraic TopologyDR J. RASMUSSEN
M. W F II,MRJApplied Probability
PROF. Y. M. SUHOVM. W F 12, MRJ
Linear AnalysisDR B. SCHLEIN
M. W F 12, MR4Stochastic Financial Models
DR M. R. TEHRANCHTTu. Th. S. 9, MR2
Differential GeometryDR M. DAfERMOS
Tu. Th. S. 9, MR4General Relativity
DR R. M. WILLIAMSTu. Th. 10, MR2
Number FieldsPROF. N. I. SHEPHERD-BARRON
Tu. Th. 10, MRJStatistical Physics
DR M. WINGATETu. Th. 11, MRJ
Integrable SystemsDR. M. DUNAJSKI
Tu. Th. 12, MR3
The following cOllrses are non-examinableTopics in the History of Mathematics:
Renaissance to the I91h CenturyDR P. BURSILL-HALL
W. F. 4, Centre/or Mathematical Sciences.Room 3
Laboratory Demonstrations in Fluid DynamicsDR S. B. DALZIEL
Tu. or Th. 2, Flllids Laboratory (Four sessions,beginning 21 or 26 January)
All lectures are held at the Centrefor Mathematical Sciences, Clarkson Road unless otherwise stated.There will be a meeting in MR2 on Wednesday 7 October 2009 at 9.30 a.m. for all those who intend tootTer courses in Part III.
There is a series a/meetings/or Part [[1 students in MR2, Centre/or Mathematical Sciences, at 4.15 p.m. on the/allowing topics:14 October 2009: PhD applications to Cambridge and other universities21 October 2009: Exams and lectures28 October 2009: Research opportunities in Cambridge4 November 2009: How to write a Part III essay
Quantum Field TheoryPROF. A. C. DAVIS _ ~~MR2 'u.. ,"-
Astrophysical Fluid DynamicsPROF. M. R. E. PROCTOR
M. W. E 9, MR5Advanced Financial Models
DR M. TEHRANCHIM. W. E 9, MR9
Methods in AnalysisDR B. SCHLEIN
M. W. E 10, MR5Commutative Algebra
DR S. J. WADS LEVM, W. E 10, MR9
CosmologyDR A. D. CHALLINOR AND PROF. J. D. BARROW
M. W. E 10, MR13General Relativity
DRO. RINNEM.W.EII,MR2:rN~DUc:nON TO.
hinea"",,,,~is FUNCTIONAl.. ANAL.IIS,!:.DR D. J. H. GARLING
M. W. Ell. MR5Differential Geometry
DRJ.A. ROSSM. W. F. 9, MR2
Structure and Evolution of StarsDR J. J. ELDRIDGEM.W.F.ll,MR13
Mathematics of Operational ResearchPROF. F. P. KELLY AND MR N. S. WALTON
M. W. F. 12, MRJAlgebraic Number Theory
DR v. DOKCHITSERM.W.)(12,MR5 mw 1:21 fhR5
Geophysical and Environmeutal Fluid DynamicsDR S. B. DALZIELM.W.F.)(hH& !'f\lJJF11)/YI/<.&1..
Quantum Information TheoryDR N. DATTA
M. W. F. 12, MR12Numerical Solution of Differential Equations
PROF. A. ISERLESM. W. E 12, MR/3
Symmetry and Particle PhysicsPROF. M. B. GREEN
M. W. E 12, MR14Category Theory
PROF. P. T. JOHNSTONETu. Th. S. 9, M R5
Local FieldsDR T. A. FISHER
Tu. Th. 9, MR12Reaction - Diffusion Equations
DR K. FELLNERTu. Th. 9, MR13
CombinatoricsPROF. A. G. THOMASON
Tu. Th. 10, MR4Approximation Theory
DR A. SHADRINTu. Th. S. 10, MR5
Complex MauifoldsPROF. P, M. H. WILSON
M. W. F. 9, MR5The Standard Model
PROF. H. OSBORNM. W. E 9, MR9
Fluid Dynamics of EnergyDR C. P. CAULFIELD AND PROF. A. W. WOODS
M. W. F. 9, MR13Planetary System Dynamics
DR M. C. WYATTM. W. E 10, MR4
String TheoryDRD. TONG
M. W. F. 10, MR9Stochastic Networks
MR N. S. WALTONM. W. 10, MR12
Iwasawa Theory of Elliptic Curves with ComplexMultiplication
PROF. J. H. COATESM. W. F. 10, MR14
Applications of Differential Geometry to PhysicsPROF. M. J. PERRY
M. W. F. II, MR4~ TOPICS, NORCUPTH
PROF. J. SAXLM. W. E 11, MR5
Spectral GeometryDR D. BARDEN
M. W. E II, MRllGalaxies
PROF. R. C. KENNICUTTM.W.Ell,MR13
Applied Bayesian StatisticsPROF. D. SPIEGELHALTER
M. W. II, MR/4 and CATAM Room (Elevenlectures and five classes)
Atiyah Singer Index Theorem .-DR A. J. WASSERMANN r
~12, MR5 m W F -1"',mR.~Time Series+
DR R. B. GRAMACYM. W. F. 12, MR9 (First eight lectures)
Monte Carlo Inference+DR R. B. GRAMACY
M. W. F. 12, M R9 (Last sixt~en lectures)Topics in Calculus and Algebra
PROF. I. GROJNOWSKI .M.W. E 12, MR12
Black HolesDR H. S. REALL
M. W. E 12, MR13Statistics in Medical Practice++
PROF. D. J. SPIEGELHALTER et aI.W. 4-6pm, MR14 (Six hours)
Set Theory and LogicDR T. E. FORSTER
Tu. Th. S. 9, MR5QwtlltuRFGontrol GONTlUJL OP ~(},q
DR S. G. SCHIRMER <5YS TEIY1STu. Th. 10, MR9
+ These two courses constitute the twenty -four hour course in Time Series and Monte Carlo Inference++ These two courses constitute the sixteen hour course in Biostatistics
Solitons and InstantonsDR D. M. A. STUART
M. Tu. Th. E 9, MR9Supergravity
PROF. G. W. GIBBONSM. Tu. Th. Ell, MR9
Applied StatisticsDR B. D. M. TOM
Tu. Th. 10, MR12 (Four lectures and fourclasses)
Lie GroupS, Lie Algebras and their RepresentationsPROF. B. J. TOTARO
M.WFIl,MR9Applied Statistics
DR S. M. PITTSTu. Th.IO,MR12
Slow Viscous FlowPROF. J. R. LISTER AND DR D. J. R. VELLA
Tu. Th. S. 10, MR13Algebraic Topology
DR J. RASMUSSENTu. Th. S. 11, MR9
Topics in Fourier Analysis and Complex VariablePROF. T. W. KORNER
Tu. Th. S. II, MR11Statistical Theory
DR R. J. SAMWORTHTu.Th.ll,MR12
Algebraic GeometryDRC. BIRKAR
Tu.Th.S.12,MR4Additive Combinatorics
PROF. W. T. GOWERSTu. Th. 12, MR5
Biological PhysicsPROF. R. E. GOLDSTEIN
M.WFI2,~ 1hR.-11.Advanced Probability
DR I. BAILLEULTu. Th. S. 12, MR12
Quantum Information, Entanglement and NonlocalityDR A. P. A. KENT, DR B. GROISMAN AND DR J. OPPENHEIM
Tu. Th.12,MR13Perturbation and Stability Methods
PROF J. M. RALLISON AND PROF. N. PEAKETu. Th. S. 12, MR14
Statistical Field TheoryPROF. R. R. HORGAN "" A A_
M. WX9, 1lttttt'r fY\ vJ q I 11/ R 'L'
Thefollowing course is non-examinableDemonstrations in Fluid Dynamics
DR S. B. DALZIELTh. 2, Fluids Laboratory
Solidification of FluidsPROF. M. G. WORSTER AND DR J. A. NEUFELD
Tu. Th. S. 9, MRJ3Actuarial Statistics
DR S. M. PITTSTu. Th. 9, MR14
Probabilistic CombinatoricsPROF. B. BOLLOBAS
Tu. Th. 10, MR4The X-Ray Transform in Geometry and Dynamics
Topics in Representation TheoryDR c. J. B. BROOKES
Tu. Th. S. 10, MR13Topics in Analytic Number Theory
DR T. SANDERSTu. Th. II, MR4
Stoehastic-Galeulu,. 8Tr)(...k/~Sn·C CALC LVS~ DR N. BERESTYCKI ti!1\o<D APPLJCAnON
Tu. Th. S. II, MR5Advanced Quantum Field Theory
PROF. N. DOREYTu.Th.S.ll,MR9
Survival Data++DR P. TREASURE
Tu. Th. II, MR12 (Ten lectures)Wave Scattering in Inhomogeneous Media
DR O. RATH-SPIVACKTu. Th. ll, MR13
Ramsey TheoryPROF. I. B. LEADER
Tu. Th. 12, MR4Elliptic Curves
DR T. DOKCHITSERTu. Th. S.12, MR5
Polar Oceans and Climate ChangePROF. P. WADHAMS
Tu. Th. 12, MRJ ISchramm-Loewner Evolutions
PROF. J. R. NORRISTu. Th. 12, MR12
SupersymmetryDR B. ALLANACH
Tu. Th. 9, MRllAstrophysical Dynamics
PROF. N. W. EVANSM. W. F 9, MRI2
+ These two courses constitute the twenty -four hour course in Time Series and Monte Carlo Inference++ These two courses constitute the sixteen hour course in Biostatistics
Derived Algebraic GeometryDR J. P. PRIDHAM
M. W F. 9, MRl3Medical Imaging and Boundary Value Problems mO 11(1)
PROF. T. FOKAS LENT IM.WF.II,MRlJ mw",~
Philosophy of Physics /'() R./11 IDR J. N. BUTTERFIELD
M. 4.3Q.-6, MRl3Gluon Scattering Amplitudes, Twistors and Integrability
DRM. WOLFTu.2,MRi2
Concentration of MeasureDR N. BERESTYCKI AND DR R. NICKL
M. 2-4, MRl3
An Introduction to the Singularity Theory forGeometric Variational Problems
DR N. WICKRAMASEKERA AND PROF. L. SIMONM. W F. 10, MRS
Representation Theory and PracticeDR R. PARKER
M. W F. 10, MRl3Philosophy of Physics
DR J. N. BUTTERFIELDM. 4.30-6, MRl3
Galois RepresentationsDR T. YOSHIDA
Tu. Th. S. la, MRlJTopics in Algebraic Geometry
DR C. BIRKAR
Tu. Th. S. II, MRil
Geometric CombinatoricsDR B. BUKH
M. W F. 10, MR4Graph Ramsey Theory
DRD.CONLONM. W F. II, MR4
.JntroduetiOlHo-+wist~ ••.l'heory- /I'IilUT ~MS I. M. M. BORZYM ~(.~ •
M. Tu. Th. F. 12, MR9 •Hamiltonion Quantisation of Constrained
Mathematics of Operational ResearchPROF. F. P. KELLY AND MR N. S. WALTON
M. W F. 12, MRJApplied Statistics
DR S. M. PITTSTu. Th. 10, MRi2
Statistical TheoryDR R. J. SAMWORTH
Tu. Th. 11, MRI2
Applied Bayesian StatisticsPROF. D. SPIEGELHALTER
M. W II, MR14 and CATAM Room (elevenlectures and five classes)
Time Series+DR R. B. GRAMACY
M. W F. 12, MR9 (first eight lectures)Monte Carlo Inference+
DR R. B. GRAMACYM. W F. 12, MR9 (last sixteen lectures)
Statistics in Medical Practice++PROF. D. J. SPIEGELHALTER et at.
W 4-6pm, M Ri4 (Six hours)Actuarial Statistics
DR S. M. PITTSTu. Th. 9, MR14
Nonparametric Statistical TheoryDRR. N1CKL
Tu. Th. la, MRi2Survival Data++
DR P. TREASURETu. Th. II, MRi2 (ten lectures)
+ These two courses constitute the twenty -four hour course in Time Series and Monte Carlo Inference++ These two courses constitute the sixteen hour course in Biostatistics
