Friederike Laus
Friederike Laus
Unknown affiliation
Verified email at mathematik.uni-kl.de
Title
Cited by
Cited by
Year
Second order differences of cyclic data and applications in variational denoising
R Bergmann, F Laus, G Steidl, A Weinmann
SIAM Journal on Imaging Sciences 7 (4), 2916-2953, 2014
502014
A nonlocal denoising algorithm for manifold-valued images using second order statistics
F Laus, M Nikolova, J Persch, G Steidl
SIAM Journal on Imaging Sciences 10 (1), 416-448, 2017
252017
Nonlocal myriad filters for Cauchy noise removal
F Laus, F Pierre, G Steidl
Journal of Mathematical Imaging and Vision 60 (8), 1324-1354, 2018
162018
Transport between RGB images motivated by dynamic optimal transport
JH Fitschen, F Laus, G Steidl
Journal of Mathematical Imaging and Vision 56 (3), 409-429, 2016
142016
Optimal transport for manifold-valued images
JH Fitschen, F Laus, B Schmitzer
International Conference on Scale Space and Variational Methods in Computer …, 2017
122017
Multivariate Myriad Filters Based on Parameter Estimation of Student- Distributions
F Laus, G Steidl
SIAM Journal on Imaging Sciences 12 (4), 1864-1904, 2019
62019
Statistical Analysis and Optimal Transport for Euclidean and Manifold-Valued Data
FJ Laus
Dr. Hut, 2020
52020
Dynamic optimal transport with mixed boundary condition for color image processing
JH Fitschen, F Laus, G Steidl
2015 International Conference on Sampling Theory and Applications (SampTA …, 2015
52015
Alternatives to the EM algorithm for ML estimation of location, scatter matrix, and degree of freedom of the Student t distribution
M Hasannasab, J Hertrich, F Laus, G Steidl
Numerical Algorithms 87 (1), 77-118, 2021
4*2021
Recent advances in denoising of manifold-valued images
R Bergmann, F Laus, J Persch, G Steidl
Handbook of Numerical Analysis 20, 553-578, 2019
22019
Correction to: Alternatives to the EM algorithm for ML estimation of location, scatter matrix, and degree of freedom of the Student t distribution
M Hasannasab, J Hertrich, F Laus, G Steidl
Numerical Algorithms 88 (1), 521-522, 2021
2021
Multivariate Myriad Filters by Parameter Estimation of Student-t Distributions
F Laus, G Steidl
arXiv preprint arXiv:1810.05594, 2018
2018
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Articles 1–12