The consecutive numbering of the publications is determined by their chronological order. The aim of this preprint series is to make new research rapidly available for scientific discussion. Therefore, the responsibility for the contents is solely due to the authors. The publications will be distributed by the authors
Today, compact and reduced data representations using low rank data approximation are common to repr...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
Abstract. Alternating linear schemes (ALS), with the Alternating Least Squares algorithm a notable s...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
Tensor decomposition has important applications in various disciplines, but it re-mains an extremely...
In this paper, we discuss the acceleration of the regularized alternating least-squares (RALS) algor...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
In this paper we suggest a new algorithm for the computation of a best rank one approximation of ten...
Abstract. With the notable exceptions of two cases — that tensors of order 2, namely, matrices, alwa...
Today, compact and reduced data representations using low rank data approximation are common to repr...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
Abstract. Alternating linear schemes (ALS), with the Alternating Least Squares algorithm a notable s...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
Tensor decomposition has important applications in various disciplines, but it re-mains an extremely...
In this paper, we discuss the acceleration of the regularized alternating least-squares (RALS) algor...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
In this paper we suggest a new algorithm for the computation of a best rank one approximation of ten...
Abstract. With the notable exceptions of two cases — that tensors of order 2, namely, matrices, alwa...
Today, compact and reduced data representations using low rank data approximation are common to repr...
The consecutive numbering of the publications is determined by their chronological order. The aim of...
Abstract. Alternating linear schemes (ALS), with the Alternating Least Squares algorithm a notable s...