Polymath Jr at the 2023 JMM
The first ever in-person Polymath Jr event was a session at the 2023 Joint Mathematics Meetings. Thirteen Polymath Jr groups gave talks about their research results. It was wonderful to see so many impressive results by participants.
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Talks and presenters:
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- Free Resolutions of Modules over Polynomial and Hypersurface Rings
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Zhenye Yang, University of California, Los Angeles
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​Tri-plane diagrams for simple surface knots
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​Wolfgang Joachim Allred, University of Nebraska - Lincoln
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Zack Dooley, Reed College
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Alexander Goldman, Teacher of Math at Success Academy Charter Schools
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Isaiah Alfred Martinez, California State University, Fresno
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Small Ramsey Numbers using Gluing Methods
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​David James, University of Illinois at Urbana Champaign
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Elisha Kahan, Yeshivah of Flatbush High School
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Erik Rauer, University of Minnesota - Morris
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Betti numbers and Axial constants of homogeneous ideals
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Audric Lebovitz, University of Michigan
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Mohamed Essam Lotfi Topala, Wagner College
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Huiwen Lu, University of California, San Diego
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Bounds on Simple Hexagonal Lattice and Classification of 11-stick Knots
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​Ari Benveniste, Pomona College
Jiantong Liu, University of California, Los Angeles
Ethan Sherman, Vanderbilt University
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Exponentiated Symmetric Matrix Distributions: Formal Results and Intuitive Visualizations
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Sean Cottrell, Michigan State University
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Yi Roy Luo, Fudan University
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Colorings of knots with symmetric union presentations
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Ben Clingenpeel, Georgetown University
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Eli Seamans, University of Rochester
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​Aspects of Kolmogorov complexity
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Wanting Huang, University of Michigan
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Sanat Shajan, Northeastern University
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John E. Solak, University of Illinois Urbana-Champaign
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Wenxuan Su, University of Minnesota Twin Cities
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Investigations of v-palindromes and extensions to f -palindromes
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Chris Bispels, University of Maryland, Baltimore County
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Garam Choi, Colby College
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​Structure of Multilinear Ap Weights
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Kenneth Stanford Powell, Liberty University
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Klára Churá, Tufts University
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Finding Ellipses: Blaschke products and their connection with Poncelet's theorem
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Jia Guo, University of Michigan
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Dianlun Luo, Columbia University
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Zhuoyu Zhu, University of Michigan
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​Walking to Infinity on the Fibonacci Sequence
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​Fei Peng, National University of Singapore
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​Distinct Distances with ℓpℓp Metrics
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Moaaz AlQady, University of Oregon
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William Dudarov, University of Washington
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Samuel Speas, University of California, Berkeley
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