Downloadable PDF Program

Downloadable PDF Program

Program and Abstracts CanaDAM 2021 The Canadian Discrete and Algorithmic Mathematics Conference 2021.canadam.math.ca May 25 – May 28, 2021 This program was generated on: May 19, 2021 Table of Contents List of Abbreviations 1 Plenary Talks 3 Invited Minisymposia 4 Contributed Minisymposia 5 Contributed Talks 6 Schedule Overview 7 Detailed Daily Schedule – Tuesday May 25 8 Detailed Daily Schedule – Wednesday May 26 11 Detailed Daily Schedule – Thursday May 27 15 Detailed Daily Schedule – Friday May 28 18 Detailed Daily Schedule – by Session 22 Abstracts 40 Plenary Speakers 40 IM1: Combinatorial Optimization - Part I 43 IM2: Invitation to distributed graph algorithms 45 CM1: Algebraic and Combinatorial Approaches to Designs and Codes - Part I 47 CM2: Arithmetic Combinatorics - Part I 49 CM3: Chemical Graph Theory - Part I 51 CM4: Computational proof techniques for combinatorics on words 53 CM5: Extremal problems for hypergraphs 55 CM6: Graph Searching 57 CT1: Random graphs 59 IM3: Approximation Algorithms 61 CM7: Algebraic and Combinatorial Approaches to Designs and Codes - Part II 63 CM8: Chemical Graph Theory - Part II 65 CM9: Cycles in Planar Graphs 67 CM10: Graph Product Structure Theory 69 CM11: Movement and symmetry in graphs - Part I 71 CT2: Broadcasting and Domination 73 CT3: Spectral graph theory and distance-regular graphs 75 IM4: Discrete Geometry 77 IM5: Extremal Combinatorics 79 IM6: In honour of Pavol Hell - Part I 81 IM7: Invitation to Sparsity 83 CM12: Algebraic and Combinatorial Approaches to Designs and Codes - Part III 85 CM13: Arithmetic Combinatorics - Part II 87 CM14: Chemical Graph Theory - Part III 89 CM15: The Metric Dimension of a Graph and its Variants - Part I 91 CT4: Hamiltonicity 93 CT5: Scheduling and Algorithms 95 IM8: Combinatorial Optimization - Part II 97 IM9: Discrete and algorithmic mathematics in biology and epidemiology - Part I 99 IM10: In honour of Pavol Hell - Part II 101 CM16: Average Graph Parameters - Part I 103 CM17: Graph Polynomials - Part I 105 CM18: Recent aspects of sphere packings - Part I 107 CT6: Game Theory 109 CT7: Graph Colouring I 111 CT8: Patterns and Compositions 113 CT9: Polynomials and groups 115 IM11: Discrete and algorithmic mathematics in biology and epidemiology - Part II 117 IM12: Generating series and confined lattice walks - Part I 119 CM19: Coherent configurations with few fibers - Part I 121 CM20: Spectral Graph Theory - Part I 123 CM21: The Metric Dimension of a Graph and its Variants - Part II 125 CT10: Arithmetic Combinatorics 127 CT11: Hypergraphs 129 CT12: Orientations 131 CT13: Potage of algorithmic designs 133 CT14: Structures in Graphs 135 IM13: Combinatorics on Posets - Part I 137 IM14: Invitation to Reconfiguration - Part I 139 IM15: Probabilistic Approaches 141 CM22: Coherent configurations with few fibers - Part II 143 CM23: Graph Polynomials - Part II 145 CM24: New Trends in Analytic Combinatorics 147 CM25: Recent aspects of sphere packings - Part II 149 CT15: Graph Colouring II 151 CT16: Structural Graph Theory 153 PIL: Public Interest Lecture 155 IM16: Combinatorics on Posets - Part II 156 IM17: Generating series and confined lattice walks - Part II 158 CM26: Algorithms for interval graphs and related families - Part I 160 CM27: Flow polytopes of graphs 162 CM28: Graph Colouring – surfaces, homomorphisms, and distinguishing 164 CM29: Movement and symmetry in graphs - Part II 166 CM30: Practical Applications of Design Theory - Part I 168 CM31: Spectral Graph Theory - Part II 170 CT17: Contributed Talks II 172 IM18: Invitation to Reconfiguration - Part II 174 IM19: Structural Graph Theory 176 CM32: Algorithms for interval graphs and related families - Part II 178 CM33: Average Graph Parameters - Part II 180 CM34: Enumerative and Extremal Graph Theory 182 CM35: Practical Applications of Design Theory - Part II 184 CT18: Contributed Talks I 186 CT19: Contributed Talks III 188 CT20: Flows and signed graphs 190 CT21: Posets and lattices 192 Talk List in Order of Speaker’s Last Name 194 1 List of Abbreviations CM = Contributed Minisymposium CT = Contributed Talk IM = Invited Minisymposium SM = Special Minisymposium PIL Public Interest Lecture Plenary Plenary Speakers CM1 Algebraic and Combinatorial Approaches to Designs and Codes - Part I CM2 Arithmetic Combinatorics - Part I CM3 Chemical Graph Theory - Part I CM4 Computational proof techniques for combinatorics on words CM5 Extremal problems for hypergraphs CM6 Graph Searching CM7 Algebraic and Combinatorial Approaches to Designs and Codes - Part II CM8 Chemical Graph Theory - Part II CM9 Cycles in Planar Graphs CM10 Graph Product Structure Theory CM11 Movement and symmetry in graphs - Part I CM12 Algebraic and Combinatorial Approaches to Designs and Codes - Part III CM13 Arithmetic Combinatorics - Part II CM14 Chemical Graph Theory - Part III CM15 The Metric Dimension of a Graph and its Variants - Part I CM16 Average Graph Parameters - Part I CM17 Graph Polynomials - Part I CM18 Recent aspects of sphere packings - Part I CM19 Coherent configurations with few fibers - Part I CM20 Spectral Graph Theory - Part I CM21 The Metric Dimension of a Graph and its Variants - Part II CM22 Coherent configurations with few fibers - Part II CM23 Graph Polynomials - Part II CM24 New Trends in Analytic Combinatorics CM25 Recent aspects of sphere packings - Part II CM26 Algorithms for interval graphs and related families - Part I CM27 Flow polytopes of graphs CM28 Graph Colouring – surfaces, homomorphisms, and distinguishing CM29 Movement and symmetry in graphs - Part II CM30 Practical Applications of Design Theory - Part I CM31 Spectral Graph Theory - Part II CM32 Algorithms for interval graphs and related families - Part II CM33 Average Graph Parameters - Part II CM34 Enumerative and Extremal Graph Theory CM35 Practical Applications of Design Theory - Part II CT1 Random graphs CT2 Broadcasting and Domination CT3 Spectral graph theory and distance-regular graphs CT4 Hamiltonicity CT5 Scheduling and Algorithms CT6 Game Theory CT7 Graph Colouring I CT8 Patterns and Compositions CT9 Polynomials and groups CT10 Arithmetic Combinatorics CT11 Hypergraphs Back to Table of Contents 2 CT12 Orientations CT13 Potage of algorithmic designs CT14 Structures in Graphs CT15 Graph Colouring II CT16 Structural Graph Theory CT17 Contributed Talks II CT18 Contributed Talks I CT19 Contributed Talks III CT20 Flows and signed graphs CT21 Posets and lattices IM1 Combinatorial Optimization - Part I IM2 Invitation to distributed graph algorithms IM3 Approximation Algorithms IM4 Discrete Geometry IM5 Extremal Combinatorics IM6 In honour of Pavol Hell - Part I IM7 Invitation to Sparsity IM8 Combinatorial Optimization - Part II IM9 Discrete and algorithmic mathematics in biology and epidemiology - Part I IM10 In honour of Pavol Hell - Part II IM11 Discrete and algorithmic mathematics in biology and epidemiology - Part II IM12 Generating series and confined lattice walks - Part I IM13 Combinatorics on Posets - Part I IM14 Invitation to Reconfiguration - Part I IM15 Probabilistic Approaches IM16 Combinatorics on Posets - Part II IM17 Generating series and confined lattice walks - Part II IM18 Invitation to Reconfiguration - Part II IM19 Structural Graph Theory Back to Table of Contents 3 Plenary Talks Schedule Tuesday May 25 10:00 - 11:00 László Végh (London School of Economics), The circuit imbalance measure and its role in linear program- ming (p. 40) 14:10 - 15:10 Natasha Morrison (University of Victoria), Uncommon systems of equations (p. 40) Wednesday May 26 10:00 - 11:00 Yufei Zhao (Massachusetts Institute of Technology), Extremal problems in discrete geometry (p. 40) 14:10 - 15:10 Caroline Colijn (Simon Fraser University), Mathematics and policy in the COVID-19 pandemic (p. 41) Thursday May 27 10:00 - 11:00 Mireille Bousquet-Mélou (CNRS, Université de Bordeaux), Counting lattice walks confined to cones (p. 41) 14:10 - 15:10 William T. Trotter (Georgia Tech University), Posets with Planar Cover Graphs (p. 41) Friday May 28 14:10 - 15:10 Sergey Norin (McGill University), Recent progress towards Hadwiger’s conjecture (p. 42) Back to Table of Contents 4 Invited Minisymposia Topic Date Time IM1 Combinatorial Optimization - Part I Tuesday May 25 11:20 - 13:45 IM2 Invitation to distributed graph algorithms Tuesday May 25 11:20 - 13:45 IM3 Approximation Algorithms Tuesday May 25 15:30 - 17:55 IM4 Discrete Geometry Wednesday May 26 11:20 - 13:45 IM5 Extremal Combinatorics Wednesday May 26 11:20 - 13:45 IM6 In honour of Pavol Hell - Part I Wednesday May 26 11:20 - 13:45 IM7 Invitation to Sparsity Wednesday May 26 11:20 - 13:45 IM8 Combinatorial Optimization - Part II Wednesday May 26 15:30 - 17:55 IM9 Discrete and algorithmic mathematics in biology and epidemiology - Part I Wednesday May 26 15:30 - 17:25 IM10 In honour of Pavol Hell - Part II Wednesday May 26 15:30 - 17:55 IM11 Discrete and algorithmic mathematics in biology and epidemiology - Part II Thursday May 27 11:20 - 13:15 IM12 Generating series and confined lattice walks - Part I Thursday May 27 11:20 - 13:15 IM13 Combinatorics on Posets - Part I Thursday May 27 15:30 - 17:55 IM14 Invitation to Reconfiguration - Part I Thursday May 27 15:30 - 17:55 IM15 Probabilistic Approaches Thursday May 27 15:30 - 17:55 IM16 Combinatorics on Posets - Part II Friday May 28 11:20 - 13:15 IM17 Generating series and confined lattice walks - Part II Friday May 28 11:20 - 13:15 IM18 Invitation to Reconfiguration - Part II Friday May 28 15:30 - 17:55 IM19 Structural Graph Theory Friday May 28 15:30 - 17:55 Back to Table of

View Full Text

Details

  • File Type
    pdf
  • Upload Time
    -
  • Content Languages
    English
  • Upload User
    Anonymous/Not logged-in
  • File Pages
    209 Page
  • File Size
    -

Download

Channel Download Status
Express Download Enable

Copyright

We respect the copyrights and intellectual property rights of all users. All uploaded documents are either original works of the uploader or authorized works of the rightful owners.

  • Not to be reproduced or distributed without explicit permission.
  • Not used for commercial purposes outside of approved use cases.
  • Not used to infringe on the rights of the original creators.
  • If you believe any content infringes your copyright, please contact us immediately.

Support

For help with questions, suggestions, or problems, please contact us