See the homepage of Jos Leys for more Circle Packing Pictures.



Workshop


Riemann-Hilbert Problems,
Circle Packing and Conformal Geometry



June, 24-26, 2008

Complex Analysis Group
Department of Mathematics
University of Würzburg



Tue. June 24   Room
14.15 - 15.00 Igor Pritsker (Oklahoma State University, USA) S 107
  Moments of equilibrium measures and extremal problems  
16.00 - 16.45 Stephan Ruscheweyh (Würzburg) S 107
  Extremal polynomials in the maximal range problem  

   
Wed. June 25    
10.00 - 11.00 David Bauer and Elias Wegert (TU Freiberg) S E36
  On a discrete Hilbert transform in Circle Packing  
11.30 - 12.30 Ken Stephenson (University of Tennessee, USA) S E36
  Packing Varieties and Moving Experiences  
14.15 - 15.15 Oliver Roth (Würzburg) S 107
  Beurling's free boundary value problem in conformal geometry I  
15.45 - 16.45 Daniela Kraus (Würzburg) S 107
  Beurling's free boundary value problem in conformal geometry II  

   
Thu. June 26    
9.30 - 10.15 Rasa Steuding (Würzburg) S 107
  On Selberg zeta-functions - distant relatives of Riemann's zeta-function  
10.45 - 11.30 Shahar Nevo (Ramat Gan, Israel) S 107
  Generating Q_m-normal families of arbitrary degree and order  



All talks take place in the Math Building, Am Hubland, 97074 Würzburg.

Supported by DFG grants RO 3462/3-1 and WE 1704/8-1

Contact: roth@mathematik.uni-wuerzburg.de