Content View Hits : 337867
Home Job Announcements Postdoc position in decision-making and learning in combinatorial games

WELCOME

The Society for Mathematical Psychology promotes the advancement and communication of research in mathematical psychology and related disciplines. Mathematical psychology is broadly defined to include work of a theoretical character that uses mathematical methods, formal logic, or computer simulation. The Society journal is the Journal of Mathematical Psychology.

Postdoc position in decision-making and learning in combinatorial games
Saturday, 28 June 2014 20:58

Applications are invited for a postdoctoral position in my laboratory in the Center for Neural Science and Department of Psychology at New York University (www.cns.nyu.edu/malab). The position is for two years, with the possibility of extension.

The long-range goal of the lab is to understand decision-making under uncertainty. The specific project is an NSF-funded one on how humans think ahead, decide, and learn in two-player, full-information games (such as chess, go, or tic-tac-toe). We will use human behavioral experiments, machine learning, eye tracking, and potentially fMRI to dissect the roles of heuristics, pruning strategy, and cognitive constraints in human play in a simplified, tractable game environment.

Applicants should have a Ph.D. in machine learning, artificial intelligence, game theory, computational neuroscience, or mathematical, perceptual, or cognitive psychology, and be familiar with at least one other of these fields. Experience with probabilistic models is required.

To apply, please send your CV, a description of why you are interested, and the contact information of two references to me at This e-mail address is being protected from spambots. You need JavaScript enabled to view it . Do not hesitate to email me if you have any questions. Consideration of applications will begin immediately and will end when the position is filled. Salary will be competitive and commensurate with experience and qualifications.

 
VALID CSS   |   VALID XHTML