A. Faul

DAMTP 1999 / NA 11 Krylov subspace methods for radialbasis function interpolation 1

M. Powell, A. Faul, .

Proof of convergence of an iterative technique for thin plate spline interpolation in two dimensions

A. C. Faul, M. J. D. Powell, Anita C. Faul, 1999, Adv. Comput. Math..

Bayesian Feature Learning for Seismic Compressive Sensing and Denoising

A. C. Faul, Georgios Pilikos, A. Faul, 2017 .

A Krylov subspace algorithm for multiquadric interpolation in many dimensions

Anita C. Faul, M. Powell, A. Faul, 2005 .

A Krylov subspace algorithm for multiquadric interpolation in many dimensions

M. Powell, A. Faul, G. Goodsell, 2005 .

The model is simple, until proven otherwise – how to cope in an ever changing world

A. Faul, G. Pilikos, 2016 .