The INFTY Final Conference marks the conclusion of the European Science Foundation Research Networking Programme INFTY – New frontiers of infinity: mathematical, philosophical, and computational prospects. The INFTY network is devoted to the study of a wide range of aspects of Infinity. It principally addresses set theory as the mathematical study of infinity, and applications of set theory within pure mathematics.

The INFTY Final Conference will take place at the Mathematics Center, University of Bonn, from Tuesday, March 4 to Friday, March 7, 2014. The scientific program of the conference features invited on set theory and neighbouring areas by internationally leading experts and young researchers as well as contributed talks. A Hausdorff Afternoon will commemorate the publication of Felix Hausdorff’s groundbreaking work Grundzüge der Mengenlehre exactly 100 years ago.

Speakers include:

Arthur Apter (New York)

Joan Bagaria (Barcelona)

Dana Bartosova (Sao Paulo)

Piotr Borodulin-Nadzieja (Wroclaw)

Stefan Geschke (Hamburg)

Daisuke Ikegami (Torino)

Juliette Kennedy (Helsinki)

Peter Koellner (Cambridge USA)

Milos Kurilic (Novi Sad)

Luca Motto Ros (Freiburg)

Walter Purkert (Bonn)

Assaf Rinot (Ramat-Gan)

Online registration is now possible. The deadline for registration and submission of abstracts is January 30, 2014. The registration fee is 100 EUR for tenured faculty and 50 EUR otherwise.

Please see http://www.math.uni-bonn.de/ag/logik/events/inftyfinal/ for more information or email inftyfinal@gmail.com.

Some travel and accommodation funding is available for junior participants.

The program committee consists of: Joan Bagaria, Barcelona; Mirna Dzamonja, Norwich (Chair); Sy Friedman, Vienna; Peter Koepke, Bonn; Benedikt Löwe, Amsterdam/Hamburg; Erik Palmgren, Uppsala; Grzegorz Plebanek, Wroclaw; Peter Simon, Prague; Jouko Väänänen, Amsterdam/Helsinki; Andreas Weiermann, Gent.

The organizing committee consists of: Peter Koepke, Philipp Lücke, and Philipp Schlicht.

The Conference is made possible by the generous support of the Hausdorff Center for Mathematics and by the Infty Network.