Results 31 to 40 of about 5,810,036 (263)
Exploiting the Kronecker product structure of φ−functions in exponential integrators
Exponential time integrators are well‐established discretization methods for time semilinear systems of ordinary differential equations. These methods use φ− functions, which are matrix functions related to the exponential.
J. Muñoz‐Matute, David Pardo, V. Calo
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The estimation of covariance matrices is a core problem in many modern adaptive signal processing applications. For matrix- and array-valued data, e.g., MIMO communication, EEG/MEG (time versus channel), the covariance matrix of vectorized data may ...
Bruno Mériaux +4 more
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Generalization of MacNeish’s Kronecker product theorem of mutually orthogonal Latin squares
The subject of mutually orthogonal Latin squares (MOLSs) has fascinated researchers for many years. Although there is a number of intriguing results in this area, many open problems remain to which the answers seem as elusive as ever. Mutually orthogonal
A. El-Mesady, Shaaban M. Shaaban
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Notes and counterexamples on positive (semi) definite properties of some matrix products
In the present paper, we give some notes and counterexamples to show that the positive (semi) definite property of the Khatri-Rao and Tracy-Singh products of partitioned matrices are in general incorrect and show also that the matrix triangle inequality ...
Zeyad Al-Zhour
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Analysis of Asymptotic and Transient Behaviors of Stochastic Ratio-Dependent Predator–Prey Model
In this paper, we focus on the asymptotic and transient dynamics of the studied ecosystem and measure the response to perturbation of the stochastic ratio-dependent predator–prey model.
Wen Liu, Jianfeng Feng
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Expressions for Catalan Kronecker products [PDF]
19 ...
Brown, Andrew A. H. +2 more
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Probabilistic evolution theory (PREVTH) forms a framework for the solution of explicit ODEs. The purpose of the paper is two-fold: (1) conversion of multinomial right-hand sides of the ODEs to purely second degree multinomial right-hand sides by space ...
Coşar Gözükırmızı, Metin Demiralp
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Exponent-critical primitive graphs and the Kronecker product
A directed graph is primitive of exponent t if it contains walks of length t between all pairs of vertices, and t is minimal with this property. Moreover, it is exponent-critical if the deletion of any arc results in an imprimitive graph or in a ...
Olga O'Mahony, Rachel Quinlan
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Joint Data Compression and Parameter Estimation for Kronecker Product Structure
Due to the existence of high-dimensional data originating from observation matrices with the Kronecker product structure, it is possible to achieve cost-effective data processing by utilizing such a structure. This paper proposes an open issue, i.e., the
Ruiping Ji, Yan Liang, Linfeng Xu
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End-to-End Deep Kronecker-Product Matching for Person Re-identification [PDF]
Person re-identification aims to robustly measure similarities between person images. The significant variation of person poses and viewing angles challenges for accurate person re-identification.
Yantao Shen +4 more
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