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Polymath Jr at the 2024 JMM
The second in-person Polymath Jr event was a session at the 2024 Joint Mathematics Meetings. Fourteen Polymath Jr groups presented about their research results. It was wonderful to see so many impressive results by participants!






Talks and presenters:
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- Improved Critical Drift Estimates for the Frog Model on Trees
- Yanni Bills, University of California, Los Angeles
- Feng Cheng, University of California, Berkeley​
- Eric Han, CUNY Baruch College
- Quoc Viet Le, University of Kansas
- Scott Hai Wynn, University of Washington, Seattle
- Eric Yu, University of Pennsylvania​
- New Results Towards the Erdős-Fishburn Problem
- Rinkiny Ghatak, Indian Statistical Institute Bangalore
- Nelitha Kulasiri, Carnegie Mellon University
- Giacomo Leonida, Christ's College Cambridge
- Amogh Kumar Mishra, Krea University
- Adam Sheffer, Baruch College, CUNY
- Minh-Quan Vo, University of Science, Vietnam National University
- Bernardus Adriaan Wessels, Stellenbosch University
- Edward Yu, Massachusetts Institute of Technology​
- Distinct Distances in R^3 Between Quadratic and Orthogonal Curves
- ​Toby Aldape, University of Texas at Austin
- Jingyi Liu, Princeton University
- Gregory Pylypovych, Massachusetts Institute of Technology
- Adam Sheffer, Baruch College
- Minh-Quan Vo, University of Science, Vietnam National University​
- Strength and Symmetry of Polynomials
- Yuelin Li, Carnegie Mellon University​
- Power Sums of Primes in Arithmetic Progression
- Muhammet Boran, Yıldız Technical University
- John Byun, Carleton College
- Zhangze Li, University of Michigan
- Steven Joel Miller, Williams College
- Stephanie Reyes, Claremont Graduate University​
- On a Pair of Diophantine Equations
- Hung Viet Chu, Texas A&M University, College Station
- Sujith Uthsara Kalansuriya Arachchi, University of Colombo
- Jiasen Liu, University of Southern California
- Qitong Luan, University of California, Los Angeles
- Rukshan Marasinghe, University of Colombo
- Steven Joel Miller, Williams College​
- Solving the n-color ice model
- Zain Qudsi, Clemson University​
- Special Functions from Solvable Lattice Models
- Benjamin Brubaker, University of Minnesota - Twin Cities
- Michael Hu, UC - Berkeley
- Yi Lin, Jilin University
- Maria Mihaila, UC - Davis
- Patrick Mullen, University of Michigan
- Ethan Stafford, University of Minnesota - Twin Cities​
- Ribbon numbers for 12-crossing knots
- David Cates, Texas A&M University
- Ansel Goh*, University of Washington
- Minyi Liang, Jilin University
- Samuel Lowery, Slippery Rock University
- Maxwell Natonson, University of Michigan​
- Glimpses on Symmetric Union Presentations and (p)-Colorings
- Krishnendu Kar, Louisiana State University
- Moses Samuelson-Lynn, University of Utah​
- The Method of Brackets Applied to Definite Integrals Involving Bessel Functions
- Andrew Thomas Hale, University of Minnesota​
- L^p Boundedness of Toeplitz Operators on Bergman Spaces
- Jinqi Chen, Tufts University
- Dinh Quan Tran, University of Minnesota - Twin Cities​
- Boundedness of Hankel Operators on the Hartogs Triangle
- Ana Colovic, Washington University in St. Louis
- Carson Givens, Iowa State University
- Muhammad Haashir Ismail, Virtual University of Pakistan
- Aathreya Kadambi, University of California, Berkeley
- Nathan A. Wagner, Washington University In St. Louis
- Isaac Wu, Carnegie Mellon University
- Jiahui Yu, Pomona College​
- Theory of Optimization and Applications to Finance
- Sara-Grace Lien, University of California, Irvine
- Vishvas Ranjan, UM DAE Centre for Excellence in Basic Sciences, Mumbai​​
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