@InProceedings{	  Zumbusch:1999*1,
  author	= {G. W. Zumbusch},
  title		= {A Parallel Adaptive Multigrid Method},
  booktitle	= {Proceedings of the 15th GAMM-Seminar Kiel on Numerical
		  Techniques for Composite Materials},
  year		= {1999},
  editor	= {W. Hackbusch and S. Sauter},
  series	= {Notes on Numerical Fluid Mechanics},
  publisher	= {Vieweg},
  address	= {Wiesbaden, Germany},
  note		= {submitted},
  ps		= {http://wissrech.ins.uni-bonn.de/research/pub/zumbusch/kiel99.ps.gz}
		  ,
  pdf		= {http://wissrech.ins.uni-bonn.de/research/pub/zumbusch/kiel99.pdf}
		  ,
  annote	= {refereed,parallel},
  abstract	= {A parallel version of an adaptive multigrid solver for
		  elliptic partial differential equations is described. It
		  operates on a finite difference discretization on quad-tree
		  and oct-tree meshes, which are obtained by adaptive mesh
		  refinement. A fast parallel load balancing strategy for the
		  parallel multigrid equation solver is proposed that is
		  defined by a space-filling Hilbert curve and is applicable
		  to arbitrary shaped domains. Some numerical experiments
		  demonstrate the parallel efficiency and scalability of the
		  approach.}
}