Convergent iterative methods for the Hartree eigenproblem

Iterative Methods for the Partial Symmetric Eigenproblem

Convergent iterative methods for multicomponent diffusion

We investigate iterative methods for solving consistent linear systems arising from the kinetic theory of gases and for providing multicomponent diffusion coefficients for gaseous mixtures. Various iterative schemes are proved to be convergent by using the properties of matrices with convergent powers and the properties of nonnegative matrices. In particular, we investigate StefanMaxwell diffus...

Provably-Convergent Iterative Methods for Projective Structure from Motion

Astract: The estimation of the projective structure of a scene from image correspondences can be formulated as the minimization of the mean-squared distance between predicted and observed image points with respect to the projection matrices, the scene point positions, and their depths. Since these unknowns are not independent, constraints must be chosen to ensure that the optimization process i...

Error bars and quadratically convergent methods for the numerical simulation of the Hartree-Fock equations

The use of iterative methods for solving Black-Scholes equation