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E B BAREISS Least squares solution of weighted linear systems by GTrans
B CHEN CBARPENTIER A method for solving nonlinear parabolic equations
DUFF A multifrontal approach for solving sparse linear equations
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algorithm analysis applied approximation array bipartite graph boundary conditions Boundary Element Methods boundary value problem BREBBIA calculation coefficient column components compute conjugate gradient conjugate gradient method consider convergence corresponding courants defined denote density diagonal Dirichlet Dirichlet problem discretization domain Duff eigenvalues elimination exterior factorization Figure finite element finite element method formulation function G-transformations given hence homogeneous Oseen system implementation integral equation iteration ITPACK least squares problem Lemma linear system Math matrix Navier-Stokes equations Newton's method nonzero Numerical Analysis obtain operator optimal orthogonal parametrization path pivot Poisson problems positive definite potential proof quadratic reachable sets reduced satisfy scalar scheme solution space sparse Sparse Matrix SPARSPAK step stepsize storage structure subspace surface symmetric systolic systolic array techniques Theorem 3.1 variables vector vertices YSMP zero