Graduate Logic Seminar: Difference between revisions

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(The Graduate Logic Seminar is an informal space where graduate student and professors present topics related to logic which are not necessarly original or completed work. This is an space focus principally in practicing presentation skills or learning ma)
 
(The Graduate Logic Seminar is an informal space where graduate student and professors present topics related to logic which are not necessarly original or completed work. This is an space focus principally in practicing presentation skills or learning ma)
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Talks schedule are arrange and decide at the beginning of each semester. If you would like to participate, please contact one of the organizers.
Talks schedule are arrange and decide at the beginning of each semester. If you would like to participate, please contact one of the organizers.
%The schedule of talks from past semesters can be found [[AMS Student Chapter Seminar, previous semesters|here]].


== Spring 2018 ==
== Spring 2018 ==
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Abstract: TBA
Abstract: TBA
==Previous Years==
The schedule of talks from past semesters can be found [[Logic Graduate Seminar, previous semesters|here]].

Revision as of 15:55, 16 April 2018

The Graduate Logic Seminar is an informal space where graduate student and professors present topics related to logic which are not necessarly original or completed work. This is an space focus principally in practicing presentation skills or learning materials that are not usually presented on a class.

  • When: Mondays, 4:00 PM – 5:00 PM (unless otherwise announced).
  • Where: Van Vleck B235 (unless otherwise announced).
  • Organizers: Mariya Soskava

Talks schedule are arrange and decide at the beginning of each semester. If you would like to participate, please contact one of the organizers.

Spring 2018

January 29, Organizational meeting

This day we decided the schedule for the semester.

February 5, (person)

Title:

Abstract:

February 12, (Person)

Title:

Abstract:

February 19, (Person)

Title:

Abstract:

February 26, (Person)

Title:

Abstract:

March 5, (Person)

Title:

Abstract:

March 12, (Person)

Title:

Abstract:

March 19, (Person)

Title:

Abstract:

April 2, (Person)

Title:

Abstract:

April 9, (Person)

Title:

Abstract:

April 16, Iván Ongay-Valverde

Title: What can we say about sets made by the union of Turing equivalence classes?

Abstract: It is well known that given a real number x (in the real line) the set of all reals that have the same Turing degree (we will call this a Turing equivalence class) have order type 'the rationals' and that, unless x is computable, the set is not a subfield of the reals. Nevertheless, what can we say about the order type or the algebraic structure of a set made by the uncountable union of Turing equivalence classes?

This topic hasn't been deeply studied. In this talk I will focus principally on famous order types and answer whether they can be achieved or not. Furthermore, I will explain some possible connections with the automorphism problem of the Turing degrees.

This is a work in progress, so this talk will have multiple open questions and opportunities for feedback and public participation (hopefully).

April 23, Ethan (Defense)

Title: TBA

Abstract: TBA

April 30, Linda

Title: TBA

Abstract: TBA

May 7, TBA

Title: TBA

Abstract: TBA

Fall 2017

September 11, Organizational meeting

This day we decided the schedule for the semester.

September 18, (person)

Title:

Abstract:

September 25, (Person)

Title:

Abstract:

October 2, (Person)

Title:

Abstract:

October 9, (Person)

Title:

Abstract:

October 16, (Person)

Title:

Abstract:

October 23, (Person)

Title:

Abstract:

October 30, Iván Ongay-Valverde

Title:

Abstract:

November 6, (Person)

Title:

Abstract:

November 13, (Person)

Title:

Abstract:

November 20, (Person)

Title:

Abstract:

November 27, (Person)

Title: TBA

Abstract: TBA

December 4, (Person)

Title: TBA

Abstract: TBA

December 11, (Person)

Title: TBA

Abstract: TBA

Previous Years

The schedule of talks from past semesters can be found here.