Rosemary Renaut
Affiliations: | Arizona State University, Tempe, AZ, United States |
Area:
Mathematics, Radiology, StatisticsGoogle:
"Rosemary Renaut"Children
Sign in to add trainee| Cristina Negoita | grad student | 2003 | Arizona State |
| Wang-Juh Chen | grad student | 2010 | Arizona State |
| Youzuo Lin | grad student | 2010 | Arizona State |
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Publications
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| Renaut RA, Baker R, Horst M, et al. (2013) Stability and error analysis of the polarization estimation inverse problem for microbial fuel cells Inverse Problems. 29 |
| Renaut RA, Lin Y, Guo H. (2012) Multisplitting for regularized least squares with Krylov subspace recycling Numerical Linear Algebra With Applications. 19: 655-676 |
| Stefan W, Viswanathan A, Gelb A, et al. (2011) Sparsity Enforcing Edge Detection Method for Blurred and Noisy Fourier data Journal of Scientific Computing. 1-21 |
| Smirnova A, Renaut RA. (2009) A family of preconditioned iteratively regularized methods for nonlinear minimization Journal of Inverse and Ill-Posed Problems. 17: 405-418 |
| Stefan W, Garnero E, Renaut RA. (2006) Signal restoration through deconvolution applied to deep mantle seismic probes Geophysical Journal International. 167: 1353-1362 |
| Renaut RA, Guo H. (2005) Efficient algorithms for solution of regularized total least squares Siam Journal On Matrix Analysis and Applications. 26: 457-476 |
| Negoita C, Renaut RA. (2005) On the convergence of the generalized linear least squares algorithm Bit Numerical Mathematics. 45: 137-158 |
| Jeltsch R, Renaut RA, Smit JH. (1998) An accuracy barrier for stable three-time-level difference schemes for hyperbolic equations Ima Journal of Numerical Analysis. 18: 445-484 |
| Renaut R. (1997) Stability of a Chebychev pseudospectral solution of the wave equation with absorbing boundaries Journal of Computational and Applied Mathematics. 87: 243-259 |
| Burrage K, Jackiewicz Z, Nørsett SP, et al. (1996) Preconditioning waveform relaxation iterations for differential systems Bit Numerical Mathematics. 36: 54-76 |