Results 1 to 10 of about 291 (209)
Reverse Order Law for the Core Inverse in Rings [PDF]
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Pedro Patricio +2 more
exaly +3 more sources
Reverse order law for the Moore–Penrose inverse
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Dragan Djordjevic, Nebojsa C Dinčić
exaly +3 more sources
Reverse-order law for weighted Moore–Penrose inverse of tensors [PDF]
15 ...
Debasisha Mishra +2 more
exaly +3 more sources
(b, c)-inverse, inverse along an element, and the Schützenberger category of a semigroup [PDF]
We prove that the (b, c)-inverse and the inverse along an element in a semigroup are actually genuine inverse when considered as morphisms in the Schützenberger category of a semigroup. Applications to the Reverse Order Law are given.
Xavier MARY
doaj +1 more source
Two Equal Range Operators on Hilbert $C^*$-modules [PDF]
In this paper, number of properties, involving invertibility, existence of Moore-Penrose inverse and etc for modular operators with the same ranges on Hilbert $C^*$-modules are presented.
Ali Reza Janfada, Javad Farokhi-Ostad
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The reverse order law for outer inverses and the Moore-Penrose inverse is discussed in the context of associative rings. A class of pairs of outer inverses that satisfy reverse order law is determined.
Manjunatha Prasad Karantha +1 more
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A Note on the Reverse Order Law for g-Inverse of Operator Product
The generalized inverse has many important applications in aspects of the theoretical research of matrices and statistics. One of the core problems of the generalized inverse is finding the necessary and sufficient conditions of the reverse order laws ...
Yingying Qin, Zhiping Xiong
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Reverse-order law for core inverse of tensors [PDF]
The notion of the core inverse of tensors with the Einstein product was introduced, very recently. This paper we establish some sufficient and necessary conditions for reverse-order law of this inverse. Further, we present new results related to the mixed-type reverse-order law for core inverse.
Jajati Keshari Sahoo, Ratikanta Behera
openaire +3 more sources
Reverse order law and forward order law for the (b, c)-inverse
The reverse order law and the forward order law have been studied for various types of generalized inverses. The $(b,c)$-inverse is a generalization of some well known generalized inverses, such as the Moore-Penrose inverse, the Drazin inverse, the core inverse, etc.
Jelena Visnjic +2 more
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In this paper, we study the reverse order law for the Moore–Penrose inverse of the product of three bounded linear operators in Hilbert spaces. We first present some equivalent conditions for the existence of the reverse order law ABC†=C†B†A†.
Yang Qi, Liu Xiaoji, Yu Yaoming
doaj +1 more source

