
On Factor Left Prime Factorization Problems for Multivariate Polynomial Matrices
This paper is concerned with factor left prime factorization problems fo...
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New Remarks on the Factorization and Equivalence Problems for a Class of Multivariate Polynomial Matrices
This paper is concerned with the factorization and equivalence problems ...
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Factorizations for a Class of Multivariate Polynomial Matrices
Following the works by Lin et al. (Circuits Syst. Signal Process. 20(6):...
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A New Way to Factorize Linear Cameras
The implementation details of factorizing the 3x4 projection matrices of...
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On the structure of matrices avoiding intervalminor patterns
We study the structure of 01matrices avoiding a pattern P as an interva...
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The matrix taxonomy of left exact categories
This paper is concerned with the problem of classifying left exact categ...
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A Factorization Algorithm for GAlgebras and Applications
It has been recently discovered by Bell, Heinle and Levandovskyy that a ...
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On Minor Left Prime Factorization Problem for Multivariate Polynomial Matrices
A new necessary and sufficient condition for the existence of minor left prime factorizations of multivariate polynomial matrices without full row rank is presented. The key idea is to establish a relationship between a matrix and its full row rank submatrix. Based on the new result, we propose an algorithm for factorizing matrices and have implemented it on the computer algebra system Maple. Two examples are given to illustrate the effectiveness of the algorithm, and experimental data shows that the algorithm is efficient.
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