Combinatorial Game Theory Colloquium VI

(Aveiro, Portugal, January 21 - 23, 2027)

Combinatorial Game Theory (CGT) is a branch of mathematics that focuses on the study of sequential games with perfect information. These games encompass well-known rulesets such as Amazons, Clobber, Domineering, Hackenbush, Konane, Nim, Octal Games, Wythoff's Nim. Following John Conway's seminal work, On Numbers and Games (1976), Elwyn Berlekamp, John Conway, and Richard Guy authored  “the book” Winning Ways (1982) , which presents a unified mathematical theory to analyze a wide range of combinatorial rulesets. Additionally, Lessons in Play (2007), by Michael Albert, David Wolfe, and Richard Nowakowski, and Combinatorial Game Theory (2013), by Aaron Siegel are essential readings on the subject.

REGISTRATION

For informations about submissions and registrations, just mail us: cgtc@ludicum.org

Scientific Committee

Aaron Siegel, San Francisco, California
Alda Carvalho, DCeT, ABERTA University & CEMAPRE-ISEG Research, ULISBOA
Bernhard von Stengel, London School of Economics and Political Science
Carlos Pereira dos Santos, Center for Mathematics and Applications (NovaMath), FCT NOVA
Eric Duchene, IUT Lyon 1, LIRIS lab.
João Pedro Neto, University of Lisbon
Jorge Nuno Silva, University of Lisbon
Koki Suetsugu, Waseda University
Milos Stojakovic, University of Novi Sad
Richard Nowakowski, Dalhousie University
Urban Larsson, Indian Institute of Technology Bombay

    Organizing Committee

    Alda Carvalho, DCeT, ABERTA University & CEMAPRE-ISEG Research, ULISBOA
    Carlos Pereira dos Santos, Center for Mathematics and Applications (NovaMath), FCT NOVA
    Jorge Nuno Silva, University of Lisbon
    Tiago Hirth, Ludus Association