Banach Spaces Workshop

6 June, 2012 - 9 June, 2012

School of Mathematics

University of Birmingham

Programme

 

Wednesday 6 June 2012

 

 

 

09.00-10.00

Registration

 

MLC

10.00-11.00

William Johnson

Dimension reduction in discrete metric geometry

LRA

11.00-11.30

 

Tea/Coffee

MLC

11.30-12.30

 

Introductory Talks

LRA

12.30-14.00

 

Lunch

MLC

14.00-15.00

Ludek Zajicek

Properties and applications of sigma-porous sets

LRA

15.00-15.30

 

Tea/Coffee

MLC

15.30-

 

Introductory Talks

LRA

 

 

 

 

 

 

Thursday 7 June 2012

 

 

 

09.30-10.30

Vladimir Fonf

Some properties of boundaries of Banach spaces

LRA

10.30-11.00

 

Tea/Coffee

MLC

11.00-12.00

Thomas Schlumprecht

Minimality and Tightness in Banach spaces

LRA

12.00-14.00

 

Lunch

MLC

14.00-15.00

Gilles Lancien

Approximation properties, decompositions and Schauder bases in free spaces

LRA

15.00-15.30

 

Tea/Coffee

MLC

15.30-16.30

Petr Hajek

Smooth Dunford - Pettis property

LRA

18.45

 

Conference Dinner

HG

 

 

 

 

 

 

Friday 8 June 2012

 

 

 

10.00-11.00

Frederic Bayart

Mixing operators and small subsets of the circle

LRA

11.00-11.30

 

Tea/Coffee

MLC

11.30-12.30

Jaroslav Tiser

Porous sets and Frechet differentiability of Lipschitz maps

LRA

12.30-14.30

 

Lunch

MLC

14.30-15.30

Maria Roginskaya

Does the shape of domain affect the basis of the Sobolev space?

LRA

15.30-16.00

 

Tea/Coffee

MLC

16.00-17.00

Richard Haydon

Recent applications of the Bourgain - Delbaen Construction

LRA

 

 

 

 

 

 

Saturday 9 June 2012

 

 

 

09.30-10.30

Pandelis Dodos

The structure of operators between separable Banach spaces whose dual has non-separable range

LRA

10.30-11.00

 

Tea/Coffee

MLC

11.00-12.00

Gideon Schechtman

A quantitative version of the commutator theorem for zero trace matrices

LRA

 

 

 

 

MLC = Maths Learning Centre, 1st floor (Watson Building)

LRA = Lecture Room A, ground floor (Watson Building)

Watson Building = R15 on the campus map

HG = Hornton Grange = G13 on the campus map