4 citations · 5 across the 2 of their papers we have counts for
2 papers
math.OC2014★ 1 cited
On solving symmetric systems of linear equations in an unnormalized Krylov subspace framework
Anders Forsgren, Tove Odland
In an unnormalized Krylov subspace framework for solving symmetric systems of linear equations, the orthogonal vectors that are generated by a Lanczos process are not necessarily o…
math.OC2014★ 4 cited
On the connection between the conjugate gradient method and quasi-Newton methods on quadratic problems
Anders Forsgren, Tove Odland
It is well known that the conjugate gradient method and a quasi-Newton method, using any well-defined update matrix from the one-parameter Broyden family of updates, produce identi…