This corrigendum provides the missing results of the paper in the title and also corrects the misprints in it. (C) 2015 Elsevier Inc. All rights reserved
Let T=c1T1+c2T2+c3T3- c4(T1T2+T3T1+T2T3), where T1, T2, T3 are three n x n tripotent matrices and c...
In a personal communication with Ruslan Sadykov from Inria, France, we found an implementation error...
We propose an algorithm, which is based on the method given by Kişi and Özdemir in [Math Commun, 23 ...
AbstractThis paper concerns with the tripotency of a linear combination of three matrices, which has...
The aim of this paper is to provide alternate proofs of all the results of our previous paper [2] in...
Let A = c(1)A(1) + c(2)A(2), where c(1), c(2) are nonzero complex numbers and (A(1), A(2)) is a pair...
AbstractThis paper concerns with the tripotency of a linear combination of three matrices, which has...
The purpose of this note is to characterize all situations in which a linear combination of two comm...
AbstractThe purpose of this note is to characterize all situations in which a linear combination of ...
Let T-1 and T-2 be two nonzero commuting n x n tripotent matrices and c(1), c(2) two nonzero complex...
Let T(1) and T(2) be two n x n tripotent matrices and c(1), c(2) two nonzero complex numbers. We mai...
We correct an error in the original Lemma 3.4 in our paper “Achievable Multiplicity partitions in th...
AbstractThe problem of characterizing situations, in which a linear combination C=c1A+c2B of an idem...
AbstractThe purpose of this note is to point out an error in the paper [2], named in the title above...
Let T=c1T1+c2T2+c3T3- c4(T1T2+T3T1+T2T3), where T1, T2, T3 are three n x n tripotent matrices and c...
Let T=c1T1+c2T2+c3T3- c4(T1T2+T3T1+T2T3), where T1, T2, T3 are three n x n tripotent matrices and c...
In a personal communication with Ruslan Sadykov from Inria, France, we found an implementation error...
We propose an algorithm, which is based on the method given by Kişi and Özdemir in [Math Commun, 23 ...
AbstractThis paper concerns with the tripotency of a linear combination of three matrices, which has...
The aim of this paper is to provide alternate proofs of all the results of our previous paper [2] in...
Let A = c(1)A(1) + c(2)A(2), where c(1), c(2) are nonzero complex numbers and (A(1), A(2)) is a pair...
AbstractThis paper concerns with the tripotency of a linear combination of three matrices, which has...
The purpose of this note is to characterize all situations in which a linear combination of two comm...
AbstractThe purpose of this note is to characterize all situations in which a linear combination of ...
Let T-1 and T-2 be two nonzero commuting n x n tripotent matrices and c(1), c(2) two nonzero complex...
Let T(1) and T(2) be two n x n tripotent matrices and c(1), c(2) two nonzero complex numbers. We mai...
We correct an error in the original Lemma 3.4 in our paper “Achievable Multiplicity partitions in th...
AbstractThe problem of characterizing situations, in which a linear combination C=c1A+c2B of an idem...
AbstractThe purpose of this note is to point out an error in the paper [2], named in the title above...
Let T=c1T1+c2T2+c3T3- c4(T1T2+T3T1+T2T3), where T1, T2, T3 are three n x n tripotent matrices and c...
Let T=c1T1+c2T2+c3T3- c4(T1T2+T3T1+T2T3), where T1, T2, T3 are three n x n tripotent matrices and c...
In a personal communication with Ruslan Sadykov from Inria, France, we found an implementation error...
We propose an algorithm, which is based on the method given by Kişi and Özdemir in [Math Commun, 23 ...
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