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Programme

MODNET Summer School

Manchester, 14-18th July 2008

A meeting of the research training network in Model Theory MODNET

MODNET is an FP6 Marie Curie Research Training Network in Model Theory and its Applications, funded by the European Commission under contract number MRTN-CT-2004-512234

There will be two courses,
Finite Model Theory (A. Dawar)
Groups of Finite Morley Rank (J. Burdges),
each of around 5-6 lectures and supported by tutorials,
plus lectures by current and former MODNET research students and postdoctoral fellows and others.

For the course in Finite Model Theory, participants might find it useful to look at the slides of Dawar's introductory talks from an earlier MODNET workshop.

Timetable

FMT=Finite Model Theory;
GFMR=Groups of Finite Morley Rank
Tut=Tutorial

Monday 14th July
9.30-10.30 FMT1
10.30-11.00 Tea/Coffee
11-12 GFMR1

2-3 FMTTut1
3-3.30 Tea/Coffee
3.30-4.30 GFMRTut1

Tuesday 15th July
9.30-10.30 FMT2
10.30-11.00 Tea/Coffee
11-12 FMT3

2-3 GFMR2
3-3.30 Tea/Coffee
3.30-4.30 FMTTut2
4.30-5.30 Kaplan

Wednesday 16th July
9.30-10.30 GFMR3
10.30-11.00 Tea/Coffee
11-12 FMT4

2-3 FMT5
3-3.30 FMTTut3/Q+A
3.30-4.00 Tea/Coffee
4-5 GFMRTut2
5-6 Kucera 1

Thursday 17th July
9.30-10.30 GFMR4
10.30-11 Tea/Coffee
11-12 Tressl 1

2-3 GFMRTut3
3-3.30 Tea/Coffee
3.30-4.30 GFMR5
4.30-5.30 Ferreira

Friday 18th July
9.30-10.30 Kucera 2
10.30-11.00 Tea/Coffee
11-12 Caycedo
12-1 Tressl 2

Additional and contributed talks
J.D. Caycedo: Green points in the complex numbers
M. Ferreira: Hrushovski amalgamation and pregeometries
I. Kaplan: Forking in dependent theories (joint work with A. Chernikov)
T. Kucera: Model theory and injective modules
M. Tressl: Introduction to spectral spaces

Abstracts

Dawar: Lecture 1

Dawar: Exercises 1

Dawar: Lecture 2

Dawar: Exercises 2

Dawar: Lecture 3

Dawar: Lecture 4

Dawar: Lecture 5

Deloro: Tutorials

Kucera: Lecture 1

Kucera: Lecture 2

Kucera: Additional notes

Tressl: Lectures 1,2

Ferreira: Lecture

Kaplan: Lecture

Last modified: January 11, 2012 12:30:08 PM GMT.

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