booklet - CUMC - Canadian Mathematical Society

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Friday, July 12 th , morningTime Speaker and Title Room9:009:30KATHLYN DYKES - Lie Algebras and their RepresentationsMELISSA HUGGAN - Sudoku: A Four Dimensional WonderANDREW FLECK - Chaos TheoryGARRETT PALUCK - A neural network approach for solving thelinear bilevel programming problemCHENGZHU XU - Modeling of contact lines in fluid flowsDORA ROSATI - A Coupled Neural Oscillator Model for ConsonancePerception in MusicCHRISTOPHER OLAH - 3D Printing and MathematicsADAM DYCK - An Erdős-Ko-Rado theorem for subset partitionsMAXIME LAROCQUE - Les modèles linéaires généralisésEMILY DIES - Virtual Knots and Braid TheoryPATRICK DA SILVA - Topological groupsALIREZA RAFIEI - A brief introduction to "surreal number system"with focus on its arithmetical aspectDONG YUE - On the Problem of Universal Consistency of KNNin Banach SpacesTHOMAS NG - A Discrete Analog of Courant’s TheoremJEREMY CHIU - About Self-Organized Thermoregulation of HoneybeeClustersCHIEH-TING (JIMMY) HSU - Modeling the damage mechanismof Collagen fibres with Hookean springs and Gillespie algorithmJOSEPH HORAN - Enumeration via Complex Analysis: The LagrangeInversion FormulaJORDAN PAYETTE - Bell’s Theorem : Non-Locality in NatureCHANGHO HAN - Covering Spaces: unbranched and branchedCLOVIS KARI - Why Uniformization?Z-205 McNicollZ-209 McNicollZ-210 McNicollZ-215 McNicollZ-220 McNicollZ-245 McNicollZ-255 McNicollZ-260 McNicollZ-300 McNicollZ-305 McNicollZ-205 McNicollZ-209 McNicollZ-210 McNicollZ-215 McNicollZ-220 McNicollZ-245 McNicollZ-255 McNicollZ-260 McNicollZ-300 McNicollZ-305 McNicoll10:30 COFFEE BREAK André-Aisenstadt11:00Paul CharbonneauSimulations magnétohydrodynamiques du cycle de l’activité solaireS1-151 Jean-Coutu9
Friday, July 12 th , afternoonTime Speaker and Title Room13:3014:00BRYDON EASTMAN - Spectrally Arbitrary and Companion MatricesADAM BORCHERT - Metric Dimension of Cayley HypergraphsSEONG HYUN PARK - The Fredholm DeterminantNIGEL PYNN-COATES - VC Density and p-adic OptimisationBRIA KINDERSLEY - Particle Swarm OptimizationTIM PRESSEY - On the Number of Digitally Convex Sets in TreesTARA PETRIE - Eigenvalues of GraphsJÉRÉMIE VILLENEUVE - Quand biologie et mathématiques se rencontrent:les réseaux de neurones artificielsDÉBORDÈS JEAN-BAPTISTE - Weighting test results to improveROC curves precisionTOMAS KOJAR - Hodge Conjecture in simple termsBIANCA DE SANCTIS - On the Probability of Relative Primalityin the Gaussian IntegersSAMER SERAJ - Sum of Cubes is Square of SumJACOB FUNK - Suslin’s CounterexampleMATT SOURISSEAU - A loopy proof of Picard’s little theoremMARSHALL LAW - Differential Equations with RandomnessANNAMARIA DOSSEVA - Scheduling ProblemsLARISSA RICHARDS - A Random Walk Proof of Kirchoff’s MatrixTree TheoremSEAN HUNT - Certainty in a Quantum Universe: Perfect StateTransfer in Quantum WalksNIGEL SEQUEIRA - Continuous Logic and an Isomorphism TheoremJEAN LAGACÉ - An introduction to Morse Theory - ClassifyingsurfacesZ-205 McNicollZ-209 McNicollZ-210 McNicollZ-215 McNicollZ-220 McNicollZ-245 McNicollZ-255 McNicollZ-260 McNicollZ-300 McNicollZ-305 McNicollZ-205 McNicollZ-209 McNicollZ-210 McNicollZ-215 McNicollZ-220 McNicollZ-245 McNicollZ-255 McNicollZ-260 McNicollZ-300 McNicollZ-305 McNicoll15:00 COFFEE BREAK André-Aisenstadt15:30Mylène BédardMCMC Methods and the Metropolis-Hastings SamplerS1-151 Jean-Coutu10
Page 1: 20e anniversaire20th anniversaryCon
Page 4 and 5: CUMC 2013 CommitteeThis year, eight
Page 7 and 8: 1 Schedule of Events1.1 Basic Sched
Page 12 and 13: Saturday, July 13 th , morningTime
Page 14 and 15: 2 Abstracts2.1 Keynote AbstractsVIS
Page 16 and 17: 2.2 Student AbstractsMETRIC DIMENSI
Page 18 and 19: CHAOS THEORYANDREW FLECKA review of
Page 20 and 21: THE GEOMETRY OF MUSICAL CHORDSAUDRE
Page 22 and 23: to be determined dynamically from a
Page 24 and 25: sufficiently many invariants of tha
Page 26 and 27: WEIGHTING TEST RESULTS TO IMPROVE R
Page 28 and 29: theory have been extended to virtua
Page 30 and 31: WHY STUDY MATH?IRENA PAPSTLast year
Page 32 and 33: QUAND BIOLOGIE ET MATHÉMATIQUES SE
Page 34 and 35: mechanics and discuss how the prece
Page 36 and 37: us to define a metric between two p
Page 38 and 39: THE EULER CHARACTERISTIC AND COMBIN
Page 40 and 41: (incompressible) Navier-Stokes flui
Page 42 and 43: FRACTALS, FINANCE AND THE FUTURE OF
Page 44 and 45: MACHINE LEARNINGREGAN MELOCHEThe fo
Page 46 and 47: INTRODUCTION TO CONGRUENT NUMBERSSA
Page 48 and 49: DATA MINING AND WHAT HAS EVERY ATHL
Page 50 and 51: INTRODUCTION TO STATISTICS: CLASSIC
Page 52 and 53: enefit from this service, your univ
Page 54 and 55: 3.9 Campus Map53
Page 57 and 58: partenaires AgentSilver partners
Page 59 and 60:
partenaires AgentSilver partnersFac
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