# Recent and upcoming talks by Dimitrios Vlitas

## Dimitris Vlitas: Canonical equivalence relations on the topological Ramsey space FIN_k

Place: Fields Institute (Room 210) Date: February 5, 2016 (13:30-15:00) Speaker: Dimitris Vlitas Title: Canonical equivalence relations on the topological Ramsey space $FIN_k$ Abstract: As an application of a more general theory recently developed, we give a complete list of all equivalence relations on barriers of the topological Ramsey space $FIN_k$, for all $k$. continue reading…

## Dimitris Vlitas: An infinite self dual Ramsey theorem

Place: Fields Institute (Room 210) Date: October 30th, 2015 (13:30-15:00) Speaker: Dimitris Vlitas Title: An infinite self dual Ramsey theorem Abstract: We extend the classical infinite Ramsey and the Carlson-Simpson theorem simultaneously to obtain an infinite self dual Ramsey theorem. continue reading…

## MALOA Set Theory Research Workshop, October 25 – 28, 2012

MALOA Set Theory Research Workshop Universität Münster Organizers: Benjamin Miller and Ralf Schindler This is a workshop on set theory intended mainly for PhD students, but postdocs and more senior mathematicians are welcome. continue reading…

## Dimitrios Vlitas: An inﬁnite self-dual Ramsey theorem

*PLEASE NOTE THE SPECIAL TIME: 2PM INSTEAD OF 1:30PM* Friday, March 16, 2012, from 2pm to 3:30pm Fields Institute, Room 210 Speaker: Dimitrios Vlitas (Paris) Title: An inﬁnite self-dual Ramsey theorem Abstract: Recall that the classical Ramsey theorem states that given any ﬁnite coloring of the set of all K elements subsets of ω there exists of an inﬁnite subset A ⊆ ω where the restriction of the coloring is constant. continue reading…

## This Week in Logic at CUNY

Models of Peano Arithmetic Monday, February 27, 2012 7:00 pm Room 4214-03 Professor Erez Shochat (St. Francis College) Automorphism groups of saturated models of PA Abstract. In this talk we survey recent results of Nurkhaidarov and Schmerl concerning the automorphism groups or saturated models of PA. continue reading…