A computationally efficient Lie group optimization algorithm for independent component analysis with Schur-toral decomposition and its application to image restoring

Authors: Dariusz Mika
Publication: Journal of Computational and Applied Mathematics
Published: Mar 1, 2026
Source: Crossref
Back to Search View Original Cite This Article

Related Articles

Body orientation in dyadic conversation of Russian alpinists and Special Operation Forces: Evidence for differences in in-group favoritism?

Yulia Apalkova, Marina L. Butovskaya et al. - Jan 2121

Read More
EFFICIENT INDEXING METHODS IN THE DATA MINING CONTEXT

Nikolaos Kouiroukidis, Georgios Evangelidis - Dec 2114

Read More
Female Shrine Priests and Doctrinal Instructors in the Early Meiji Moral Edification Campaign

Odaira Mika, Michael Burtscher - Jan 2081

Read More
Compromise in a pluralistic project-group : the activities of the broker of Worlds in the elaboration of a compromise convention

Christine Dutrieux, Corinne Grenier et al. - Jan 2050

Read More
On Efficient Estimation for Value-at-Risk via Location-Scale Time Series Models

Chaoxu Lei, Qianqian Zhu - Jan 2027

Read More