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Recent seminar announcements
 Luca Incurvati: Metalogic and the Overgeneration Argument Kurt Godel Research Center
 Jing Zhang: A polarized partition theorem for large saturated linear orders Carnegie Mellon Logic Seminar
 Joan Bagaria: Berkeley Cardinals, II Barcelona Set Theory Seminar
 Luca Motto Ros: Ultrametric spaces, isometry, and isometry groups Kurt Godel Research Center
 Chris LambieHanson: Partition relations and generalized scattered orders Israeli Logic Talks
 David J. Fernández Bretón: mathfrak p=mathfrak t Michigan Logic Seminar
 Zoltán Vidnyánszky: Antibasis results for graphs of infinite Borel chromatic number Toronto Set Theory Seminar
 Judyta Bąk: Domain theory and topological games Wrocław University of Technology
 Michał Tomasz Godziszewski: Computable quotient presentations of models of arithmetic and set theory Kurt Godel Research Center
 Frank Stephan: Finitely generated semiautomatic groups NUS logic seminar
Upcoming conferences
 April 1: MAMLS at VCU, April 12, 2017
 May 5: Noncommutative Geometry and Operator Algebras, Nashville, May 511, 2017
 July 3: 6th European Set Theory Conference, Budapest, July 37, 2017
 July 10: 10th Young Set Theory Workshop, Edinburgh, July 1014, 2017
 August 2: A conference on the occasion of Jensen’s 80th birthday, Münster, Aug 02–Aug 04, 2017
 August 14: Logic Colloquium 2017, August 1420, 2017
 August 20: Frontiers of Selection Principles, Warsaw, Aug 20 – Sep 1, 2017

Talks by venue
 Barcelona Set Theory Seminar (RSS)
 Boise Set Theory Seminar (RSS)
 Bonn Logic Seminar (RSS)
 Bristol Logic Seminar (RSS)
 Carnegie Mellon Logic Seminar (RSS)
 Dartmouth Logic Seminar (RSS)
 Israeli Logic Talks (RSS)
 Kurt Godel Research Center (RSS)
 Michigan Logic Seminar (RSS)
 Morelia Topology and Set Theory Seminar (RSS)
 New York Logic Seminars (RSS)
 NUS logic seminar (RSS)
 Prague Forcing Seminar (RSS)
 Prague Set Theory Seminar (RSS)
 Rutgers Logic Seminar (RSS)
 Toronto Set Theory Seminar (RSS)
 UC Irvine Set Theory Seminar (RSS)
 Wroclaw Set Theory Seminar (RSS)
 Wrocław University of Technology (RSS)
Talks by speaker
A.R.D. Mathias Alan Dow Alekos Kechris Aleksander Cieślak Aleksandra Kwiatkowska Alex Usvyatsov Alexei Kolesnikov Andre Nies Andreas Blass Andrés Caicedo Andrés Villaveces Andrew BrookeTaylor Andrew Marks Andrew Toms Andy Zucker Antonio Avilés Anush Tserunyan Ari Brodsky Arnie Miller Arthur Apter Asaf Karagila Asger Tornquist Ashutosh Kumar Assaf Hasson Assaf Rinot Barnabas Farkas Benjamin Miller Bill Chen Bill Mitchell Boban Velickovic Boris Zilber Borisa Kuzeljevic Brent Cody Burak Kaya Carlos Di Prisco Carlos MartinezRanero Charles Morgan Chris LambieHanson Christina Brech Clinton Conley Daisuke Ikegami Damian Sobota Dana Bartošová Daniel Rodriguez Daniel Soukup David Aspero David Chodounsky David Fernández Bretón David J. Fernández Bretón David Marker David Milovich Diana Ojeda Diego Alejandro Mejia Dikran Dikranjan Dilip Raghavan Dima Sinapova Dimitrios Vlitas Egbert Thümmel Erez Shochat Erin Carmody Farmer Schlutzenberg François Dorais Frank Stephan Franklin Tall Gregory Cherlin Grigor Sargsyan Grzegorz Plebanek Gunter Fuchs Heike Mildenberger Hiroshi Sakai Hugh Woodin Ilijas Farah Ioannis Souldatos Isaac Goldbring István Juhász Itay Neeman James Cummings Jan Grebík Jan van Mill Janusz Pawlikowski Jay Williams Jean Larson Jindra Zapletal Joan Bagaria Joel David Hamkins John Baldwin John Clemens John Krueger John Steel Jonathan Verner Jordi LopezAbad Jörg Brendle Jose Iovino Jouko Väänänen Julien Melleray Juliette Kennedy Juris Steprans Justin Moore K. P. Hart Kaethe Minden Katharina Dupont Konstantinos Tyros Lajos Soukup Laura Fontanella Liuzhen Wu Luca Motto Ros Luz María García Ávila Lynn Scow Lyubomyr Zdomskyy Marcin Michalski Marcin Sabok Marion Scheepers Martin Goldstern Martin Zeman Martino Lupini Maryanthe Malliaris Masaru Kada Matteo Viale Matthew D. Foreman Melvin Fitting Menachem Kojman Menachem Magidor Merlin Carl Michael Hrusak Michal Doucha Miguel Angel Mota Miha Habic Mikhail Tkachenko Miodrag Sokic Mirna Džamonja Miyamoto Tadatoshi Monroe Eskew Moti Gitik Nadav Meir Nam Trang Natasha Dobrinen Norman Perlmutter Omer Ben Neria Osvaldo Guzmán González Paul Larson Paul McKenney Peng Yinhe Peter Holy Peter Koellner Peter Koepke Peter Komjath Peter Krautzberger Petr Simon Philip Welch Philipp Lücke Philipp Schlicht Pierre Simon Piotr BorodulinNadzieja Piotr Koszmider Ralf Schindler Randall Holmes Rick Statman Robert Ralowski Robin TuckerDrob Rodrigo R. Dias Roman Kossak Saharon Shelah Sakaé Fuchino Samuel Coskey Scott Cramer Scott Schneider Sean Cox Sebastien Vasey Sergei Artemov Shehzad Ahmed Sheila Miller Simon Thomas Slawomir Solecki Spencer Breiner Spencer Unger Stefan Geschke Stevo Todorcevic Su Gao Sy David Friedman Szymon Zeberski Teruyuki Yorioka Thilo Weinert Timothy Trujillo Todd Eisworth Todor Tsankov Tomek Bartoszynski Toshimichi Usuba Trevor Wilson Tristan Bice Uri Abraham Vera Fischer Victor Torres Perez Victoria Gitman Wieslaw Kubis Will Boney Wojciech Stadnicki Wolfgang Wohofsky Xianghui Shi Yair Hayut Yurii KhomskiiCategories
Recent discussions
 10th Young Set Theory Workshop, Edinburgh, July 1014, 2017  Set Theory Talks on 6th Young Set Theory Workshop, June 1014, 2013
 10th Young Set Theory Workshop, Edinburgh, July 1014, 2017  Set Theory Talks on 9th Young Set Theory Workshop, Copenhagen, June 1317, 2016
 10th Young Set Theory Workshop, Edinburgh, July 1014, 2017  Set Theory Talks on 8th Young Set Theory Workshop, Jerusalem, October 2530, 2015
 1st Irvine Conference on Descriptive Inner Model Theory and HOD Mice, July 1829 2016  Set Theory Talks on Inner Model Theory events in California, June, 2014
 saf on Assaf Rinot: The strength of the generalized Souslin hypothesis
 10th Young Set Theory Workshop, Edinburgh, July 1014, 2017  Set Theory Talks on 6th Young Set Theory Workshop, June 1014, 2013
Seminar organizer’s toolbox
Alex Rennet is a postdoc in the Mathematics department at the University of Toronto working under the supervision of Bill Weiss. His research focus right now is in ominimality and in particular, ultraproducts of ominimal structures.
He received his PhD in 2012 from UC Berkeley, under the supervision of Thomas Scanlon.
Recent and upcoming talks by Alex Rennet
This Week in Logic at CUNY
NY Philosophical Logic Group
Time: 46pm, Monday, April 22nd
Place: 2nd floor seminar room, Philosophy Department, NYU (5 Washington Place).
Speaker: Geoff Hellman, University of Minnesota
Title: ” On Resolving the SetTheoretic and Semantic Paradoxes”
Abstract: Our main goals are, first, to describe how modal structuralism resolves the settheoretic paradoxes, concentrating on the BuraliForti paradox, and then to note a close connection to recent proposals (due to Cook and Schlenker, independently) for resolving semantic paradoxes, especially the Liar. continue reading…
Posted in Seminars
Tagged Alex Rennet, Erez Shochat, Geoff Hellman, Victoria Gitman, Yoram Moses
2013 North American Annual ASL Meeting, May 8 – 11, 2013
2013 ASL North American Annual Meeting Waterloo, Ontario, Canada
May 8–May 11, 2013
The invited speakers include: U. Andrews, M. Aschenbrenner, R. Blute, D. Kerr, C. McLarty, D. Sinapova, T. Slaman, M. continue reading…
Posted in ASL Meetings, Conferences
Tagged Alex Rennet, Anush Tserunyan, Chris Eagle, David Kerr, Dilip Raghavan, Dima Sinapova, Isaac Goldbring, John Krueger, Konstantinos Beros, Laura Fontanella, Marcin Sabok, Martino Lupini, Maryanthe Malliaris, Matteo Viale, Miguel Angel Mota, Natasha Dobrinen, Sean Cox, Sy David Friedman, Tristan Bice, Will Boney
14/Dec/2012: Trevor Wilson and Alex Rennet
14/December/2012, 11:o0–12:00
Fields institute,Room 230
Speaker: Trevor Wilson
Title: Wellbehaved measures and weak covering for derived models
Abstract: For an inner model $M$ containing all the reals and
satisfying the Axiom of Determinacy, we show that countably complete
measures over $M$ on ordinals less than $\Theta^M$ are “wellbehaved.”
In particular every such measure is ordinaldefinable from $M$,
generalizing a theorem of Kunen that says “AD implies that every
measure on an ordinal less than Theta is ordinaldefinable.” This
generalization is useful in constructing weak homogeneity systems
consisting of measures over $M$. continue reading…