2011-2012 > Academic research: refereed > Publication in refereed journalVersion of RecordPublishe
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
AbstractIt has been shown that a best rank-R approximation of an order-k tensor may not exist when R...
Abstract. Necessary conditions are derived for a rank-r tensor to be a best rank-r approximation of ...
Abstract. In this paper we define the best rank-one approximation ratio of a tensor space. It turns ...
In this paper we define the best rank-one approximation ratio of a tensor space. It turns out that i...
We provide new upper and lower bounds on the minimum possible ratio of the spectral and Frobenius no...
International audienceIt has been shown that a best rank-R approximation of an order-k tensor may no...
We provide new upper and lower bounds on the minimum possible ratio of the spectral and Frobenius no...
It is shown that the relative distance in Frobenius norm of a real symmetric order-$d$ tensor of ran...
International audienceIs has been shown that a best rank-R approximation of an order-k tensor may no...
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
2012-2013 > Academic research: refereed > Publication in refereed journalVersion of RecordPublishe
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
AbstractIt has been shown that a best rank-R approximation of an order-k tensor may not exist when R...
Abstract. Necessary conditions are derived for a rank-r tensor to be a best rank-r approximation of ...
Abstract. In this paper we define the best rank-one approximation ratio of a tensor space. It turns ...
In this paper we define the best rank-one approximation ratio of a tensor space. It turns out that i...
We provide new upper and lower bounds on the minimum possible ratio of the spectral and Frobenius no...
International audienceIt has been shown that a best rank-R approximation of an order-k tensor may no...
We provide new upper and lower bounds on the minimum possible ratio of the spectral and Frobenius no...
It is shown that the relative distance in Frobenius norm of a real symmetric order-$d$ tensor of ran...
International audienceIs has been shown that a best rank-R approximation of an order-k tensor may no...
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
2012-2013 > Academic research: refereed > Publication in refereed journalVersion of RecordPublishe
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
It has been shown that a best rank-R approximation of an order-k tensor may not exist when R >= 2...
AbstractIt has been shown that a best rank-R approximation of an order-k tensor may not exist when R...
Abstract. Necessary conditions are derived for a rank-r tensor to be a best rank-r approximation of ...
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