Talks (2011)

Red Plums
Red plums from the garden

21 Dec 2011
Uni. of Manchester, UK

Stone duality for first-order logic, a nominal approach

A talk given at Howard Barringer’s retirement workshop. Not a repeat of my talks at Paris or Edinburgh (see below), because I only had 20 minutes. Few technical details, much more discussion of the “conceptual stack” of nominal techniques and how I plan to develop the field. A very nice and interesting event with many varied speakers. The Festschrift of this event is where the accompanying paper appears—if you want technical details, that’s where to look.
20111221-manchester-barringer-talk   [ pdf ]

 

14 Dec 2011
INRIA, Paris, France

Stone duality for first-order logic, a nominal approach

A talk given at the work group on Types and Realisability / Théorie des types et réalisabilité. A repeat of my talk of the previous week in Edinburgh, but to a different audience (and getting a different set of very constructive comments). Interesting to present the same work to two different audiences and see the responses.
20111214-paris-gdt-talk   [ pdf ]

 

6 Dec 2011
LFCS Edi, UK

Stone duality for first-order logic, a nominal approach

A talk given at the LFCS seminar series in Edinburgh University. A brand-new duality result between appropriate nominal notions of topological space, and the nominal algebra axiomatisation of first-order logic from One-and-a-halfth order logic and Permissive-nominal logic.
20111206-edinburgh-lfcs-talk   [ pdf ]

 

18 Nov 2011
St Andrews Uni, UK

Getting to the Box of it: proof-theory for meta-programming and modal type theory

Talk given at Roy Dyckhoff’s wonderful retirement event. I present brand-new work with Aleksander Nanevski to give a denotational semantics to Contextual Modal Type Theory (CMTT).
20111118-st-andrews-talk   [ pdf ]

 

23 Sep 2011
Birmingham Uni, UK

Are all substitutions invertible; are all monoids groups?

Talk given as part of the theoretical computer science seminars discussing how to injectively turn an arbitrary monoid into a group. Joint work with Peter Kropholler.
20110923-areasi-birmingham   [ pdf ]

 

26 Aug 2011
Nijmegen, Netherlands

 

28 Jun 2011
IIIA, Barcelona, Spain

An overview of nominal techniques, semantics, and logic

Given at the Artificial Intelligence Research Institute in Barcelona, Spain. Does what it says on the tin. I gave the talk on the whiteboard; there were no slides.
 

19 Apr 2011
Birmingham Uni, UK

Metamathematics based on nominal terms: first-order logics over nominal sets

A talk given at British Colloquium for Theoretical Computer Science in Birmingham, UK. I discuss the application of nominal sets to designing metamathematical syntaxes.
20110419-metbnt-bctcs   [ pdf ]

 

4 Apr 2011
ARW, Glasgow Uni, UK

Metamathematics based on nominal terms and nominal logic: foundations of a nominal theorem-prover

A talk given in the Automated Reasoning Workshop in Glasgow University, UK. I describe permissive nominal terms and their application in logic and algebra.
20110411-metbnt-arw   [ pdf ]

 

23 Mar 2011
Glasgow Uni, UK

Nominal techniques: a success story of the continued relevance of mathematical foundations to computer science

A talk given at Glasgow University maths department. I discuss nominal techniques from a foundational point of view.
 

11 Mar 2011
Strathclyde Uni, UK

A gentle introduction to the shape of nominal techniques

The same beginner-friendly talk I gave in February. I gave the talk on the whiteboard; there are no slides.
 

22 Feb 2011
Glasgow Uni, UK

A gentle introduction to the shape of nominal techniques

A beginner-friendly talk given at the University of Glasgow, UK on nominal techniques. The abstract and announcement are here. I gave the talk on the whiteboard; there are no slides.
 

16 Feb 2011
Tel-Aviv Uni, Israel

Nominal techniques, 2006-2011

Given at Tel-Aviv university. I broadly survey of the development of nominal terms in logic since 2006 when I last visited the department, discussing permissive-nominal algebra and permissive-nominal logic. I gave the talk on the whiteboard; there are no slides.