In the development of information processing algorithms that insist on matrix-manifold-type parameter spaces, testing is a fundamental step. The present paper aims at providing an overview about the generation of random matrices on Lie groups. A random matrix is an array of random numbers. Imposing symmetry constraints on random matrices leads to relationships with differential geometry.
Random Clouds on Matrix Lie Groups / Fiori, Simone. - STAMPA. - 8085:(2013), pp. 702-709. [10.1007/978-3-642-40020-9_78]
Random Clouds on Matrix Lie Groups
FIORI, Simone
2013-01-01
Abstract
In the development of information processing algorithms that insist on matrix-manifold-type parameter spaces, testing is a fundamental step. The present paper aims at providing an overview about the generation of random matrices on Lie groups. A random matrix is an array of random numbers. Imposing symmetry constraints on random matrices leads to relationships with differential geometry.File in questo prodotto:
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