Artigos com autorizações de acesso público - Mirjeta PashaSaiba mais
10 artigos disponíveis publicamente
Randomized algorithms for rounding in the tensor-train format
H Al Daas, G Ballard, P Cazeaux, E Hallman, A Międlar, M Pasha, ...
SIAM Journal on Scientific Computing 45 (1), A74-A95, 2023
Autorizações: US National Science Foundation
Modulus-based iterative methods for constrained ℓp–ℓq minimization
A Buccini, M Pasha, L Reichel
Inverse Problems 36 (8), 084001, 2020
Autorizações: US National Science Foundation, Government of Italy
Generalized singular value decomposition with iterated Tikhonov regularization
A Buccini, M Pasha, L Reichel
Journal of Computational and Applied Mathematics 373, 112276, 2020
Autorizações: US National Science Foundation, Government of Italy
Optimal transport for parameter identification of chaotic dynamics via invariant measures
Y Yang, L Nurbekyan, E Negrini, R Martin, M Pasha
SIAM Journal on Applied Dynamical Systems 22 (1), 269-310, 2023
Autorizações: US National Science Foundation, US Department of Defense
A computational framework for edge-preserving regularization in dynamic inverse problems
M Pasha, AK Saibaba, S Gazzola, MI Español, E de Sturler
Electronic Transactions on Numerical Analysis 58 (486), 486-516, 2023
Autorizações: US National Science Foundation, UK Engineering and Physical Sciences …
Linearized Krylov subspace Bregman iteration with nonnegativity constraint
A Buccini, M Pasha, L Reichel
Numerical Algorithms 87, 1177-1200, 2021
Autorizações: US National Science Foundation, Government of Italy
Bayesian spatiotemporal modeling for inverse problems
S Lan, S Li, M Pasha
Statistics and Computing 33 (4), 89, 2023
Autorizações: US National Science Foundation
TRIPs-Py: Techniques for Regularization of Inverse Problems in Python
M Pasha, S Gazzola, C Sanderford, U Ugwu
https://arxiv.org/pdf/2402.17603.pdf, 2024
Autorizações: US National Science Foundation, UK Engineering and Physical Sciences …
A Krylov subspace type method for Electrical Impedance Tomography
M Pasha, S Kupis, S Ahmad, T Khan
ESAIM: Mathematical Modelling and Numerical Analysis 55 (6), 2827-2847, 2021
Autorizações: US National Science Foundation
Variable projection methods for separable nonlinear inverse problems with general-form Tikhonov regularization
MI Español, M Pasha
Inverse Problems 39 (8), 084002, 2023
Autorizações: US National Science Foundation
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