Papers for Euler Circle combinatorial game theory, Fall 2024
Advaith Mopuri:
Classical impartial games
Agastya Goel:
Evaluating hackenbush
Aranya Karighattam:
A winning strategy in Fibonacci nim
Brandon Muliadi:
Many-player nim with the podium rule
Crystal Xie:
Cops and robbers
Dallas Anderson:
A tour of the surreal numbers
Dhyutidhar Sravankumar:
The angel and devil problem
Grace Howard:
Types of sums
Hariharan Senthilkumar:
The genus theory of misère games and genus theory
Harshil Nukala:
On the green jungle and the purple mountain
Howard Qian:
Combinatorial constructions in error-correcting codes
Ishan Joshi:
Error-correcting codes and combinatorial game theory
Jackson Brown:
Mancala-like games
Jasmine Li:
Sentestrat scoring in games with ko rules
Kartik Gudapati:
On maker-breaker games
Matthew Leung:
Key pawn endgames with the CGT perspective
Mihika Deshpande:
Application of combinatorial game theory to chess
Mihir Kotbagi:
Evaluating rectangular domineering games
Nicholas Pasetto:
Classical impartial games
Nikhil Reddy:
Combinatorial constructions
Prashanth Prabhala:
Structural, algebraic, and complexity-theoretic analyses of misère combinatorial games
Sai Nallani:
Universality and konane
Sambhu Ganesan, Jayadev Ghanta, and Isaac Sun:
Combinatorial constructions and error correcting codes
Shihan Kanungo:
David Gale's subset takeaway game
Siddharth Kothari:
On surreal numbers and their number theory: an introduction to the omnific integers
Sitar Eswar:
The angel and the devil problem
Soham Samanta:
On various impartial games
Sounak Bagchi:
On combinatorial game theory and chess
Stephen Zhou:
Some properties of the surreal numbers
Sunay Miduthuri:
Classical impartial games
Tarun Rapaka:
On classical impartial games and the mathematics behind them
Trevor Johnson:
Mancala game combinatorics
Vedant Valluri:
Games and complexity theory