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Analysis Seminar 2006-07


Tuesday September 26th, 2006

4.00pm    TCD           R. Timoney                   Norms  of  matrices  and
          2.6                                        submatrices


   There will also be an organisational meeting for the term's seminars.


Tuesday October 3

3.00pm    UCD           J. Loane (NUIG)              Positive  Polynomials  on
          Maths Sem                                  Riesz Spaces

4.20      UCD           R. V. Hugli                  Transitivity of inner
          Maths Sem                                  automorphisms


Tuesday October 10

3.00pm    TCD           S. Pott (Glasgow)            Interpolation  by  vector-
          2.6                                        valued analytic functions
                                                     and applications to
                                                     controllability of linear
                                                     systems

4.15      TCD           T. Sjödin                    Quadrature domains
          2.6


Tuesday October 10

3.00pm    TCD           S. Pott (Glasgow)            Interpolation  by  vector-
          2.6                                        valued analytic functions
                                                     and applications to
                                                     controllability of linear
                                                     systems

4.15      TCD           T. Sjödin                    Quadrature domains
          2.6


Tuesday October 17

3.30pm    UCD           C. Boyd                      Isometries       between
          Maths Sem                                  spaces of weighted holo-
                                                     morphic   functions   in
                                                     higher dimensions

4.35      UCD           T. Sjödin                    Approximation in the
          Maths Sem                                  cone of positive
                                                     harmonic functions


Tuesday October 24

3.00pm    TCD           S. Gardiner                  The  farthest  point
          2.6                                        distance function I

4.15      TCD           J. Wright (Edinburgh)        A story about
          2.6                                        Schrodinger, variational
                                                     norms on Lie groups and
                                                     the nonlinear Fourier
                                                     trasform.

Tuesday October 31

3.30pm    UCD           S. Gardiner                  The  farthest  point
          Maths Sem                                  distance function II

4.35      UCD           R. Harte                     Spectral triangles
          Maths Sem

Tuesday November 7

3.00pm    TCD           C. Radu                      CB    polynomials    on
          2.6                                        Hilbert spaces

4.15      TCD           M. Mackey                    Universal Functions
          2.6



Tuesday November 14

3.30pm    UCD           L. Nilsson                   Functions of Exponential
          Maths Sem                                  Type

4.35      UCD           S. Dineen                    Regularisers and
          Maths Sem                                  Generalised Inverses


Tuesday November 21

3.00pm    TCD           D. Zaitsev                   Boundaries of levi flat
          2.6                                        hypersurfaces

4.15      TCD           D. Kitson                    Taylor spectra of Riesz
          2.6                                        tuples


Tuesday November 28

3.30pm    UCD           J. Araujo Gomez (U.          Stability and
          Maths Sem     Cantabria)                   superstability of weighted
                                                     composition operators

4.35      UCD           A. Zerhusen (Oldenburg)      The d-bar equation in LpL
          Maths Sem                                  spaces


Tuesday December 5

3.00pm    TCD           C. Batty (Oxford)            Differentiability  of
          2.6                                        perturbed semigroups of
                                                     operators  and  delay
                                                     equations

4.15      TCD           J. McDougall (NUIM)          Planar harmonic
          2.6                                        mappings and some
                                                     related minimal surfaces


Tuesday January 30th, 2007

3.00pm    TCD           B. Feely                     Injective envelopes of
          2.6                                        operator spaces


   There will also be an organisational meeting for the term's seminars.


Tuesday February 6

3.30pm    UCD           R. Timoney                   A   nonlinear   boundary
          Maths Sem                                  value problem

4.35      UCD           B. Guilfoyle (Tralee IT)     On surfaces of constant
          Maths Sem                                  width


Tuesday February 13

3.00pm    TCD           C. Radu                      CB-polynomials  on
          2.6                                        finite dimensional Hilbert
                                                     spaces

4.15      TCD           K. Falk (NUIM)               Ptolemy meets Finsler in
          2.6                                        CAT(0) spaces


Tuesday February 20

3.30pm    UCD           C. Boyd                      Spaces of weighted
          Maths Sem                                  holomorphic functions on
                                                     unbounded domains

4.35      UCD           T. Sjödin                    Quadrature domains for
          Maths Sem                                  harmonic functions



Tuesday February 27

3.00pm    TCD           L. de Moraes (Rio de         On boundaries for spaces
          2.6           Janiero)                     of holomorphic functions

4.15      TCD           D. Zaitsev                   Embeddability of
          2.6                                        CR-manifolds into
                                                     hyperquadrics.


Tuesday March 6

3.30pm    UCD           M. Mathieu (QUB)             A maximal C*-algebra of
          Maths Sem                                  quotients

4.35      UCD           B. Gustafsson (KTH)          Laplacian growth and
          Maths Sem                                  integrability of the
                                                     Dirichlet problem



Tuesday April 10, 2007

3.30pm    UCD           S. Dineen                    Holomorphic functions on
          Maths Sem                                  fully nuclear spaces

4.35      UCD           M. Mackey                    Inner automorphisms of
          Maths Sem                                  spin factors


Tuesday April 17

3.00pm    TCD           S. Dineen                    Holomorphic functions on
          2.6                                        fully nuclear spaces II

4.15      TCD           R. Timoney                   Spin factors as operator
          2.6                                        spaces



Tuesday April 24

3.30pm    UCD           E. Gasparim (Edinburgh)      Moduli spaces and local
          Maths Sem                                  holomorphic Euler
                                                     characteristic

4.35      UCD           M. Mackey                    Inner automorphisms of
          Maths Sem                                  spin factors II


Tuesday May 1

3.00pm    TCD           R. Harte                     Regularity  according  to
          2.6                                        Vladimir Muller

4.15      TCD           S. Buckley (NUIM)            Simplicial complexes and
          2.6                                        inversions


Tuesday May 22nd

3.30pm    UCD           I. Patyi (Georgia State      On the annihilator of a
          Maths Sem     Univ.)                       Dolbeault group

4.35      UCD           R. Harte                     Regularity according to
          Maths Sem                                  Vladimir Muller, II


S. Dineen , R. Timoney.