@TechReport{	  it:2003-052,
  author	= {Magnus Sv{\"a}rd and Jan Nordstr{\"o}m},
  title		= {Well Posed Boundary Conditions for the {N}avier-{S}tokes
		  Equations},
  institution	= {Department of Information Technology, Uppsala University},
  department	= {Division of Scientific Computing},
  year		= {2003},
  number	= {2003-052},
  month		= nov,
  note		= {Updated March 2004},
  abstract	= {In this article we propose a general procedure that allows
		  us to determine both the number and type of boundary
		  conditions for time dependent partial differential
		  equations. With those, well posedness can be proven for a
		  general initial-boundary value problem. The procedure is
		  exemplified on the linearised Navier-Stokes equations in
		  two and three space dimensions on a general domain.}
}