A Newton method to solve total least squares problems for Toeplitz systems of equations is considered. When coupled with a bisection scheme, which is based on an eecient algorithm for factoring Toeplitz matrices, global convergence can be guaranteed. Circulant and approximate factorization preconditioners are proposed to speed convergence when a conjugate gradient method is used to solve linear...

Cadaveric knees replaced with the Geomedic, ICLH, Marmor and Total Condylar prostheses were tested in axial compression, in rotation and in hyperextension in order to observe the strength of fixation of the tibial components. In axial compression the strengths at failure varied widely, both with any one prosthesis and between prostheses. This is attributed largely to the strength of the cancell...

A Newton method to solve total least squares problems for Toeplitz systems of equations is considered. When coupled with a bisection scheme, which is based on an eecient algorithm for factoring Toeplitz matrices, global convergence can be guaranteed. Circulant and approximate factorization preconditioners are proposed to speed convergence when a conjugate gradient method is used to solve linear...

By the method of numerical simulation, behavior deformation field both separated and related model fractal structures a cylindrical type was investigated. It is shown, that for considered structures, essentially depends on choice stochastic processes (realized during iterations) states qubit in perpendicular plane to axis cylinder. shown structure complex circular (elliptical) cylinder initial ...

It is shown that for any sufficiently regular even Minkowski valuation Φ which homogeneous and intertwines rigid motions, convex body K in a smooth neighborhood of the unit ball, there exists sequence positive numbers (γm)m=1∞ such (γmΦmK)m=1∞ converges to ball with respect Hausdorff metric.