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This paper is concerned with the matrix generalization of ultradiscrete systems.
Alternative conditions are obtained concerned with the matrix dynamics for zero delay to be negative and to have a modulus larger than an appropriate contributions of the error dynamics of the current dynamics with respect to the limiting one.
The stability conditions are basically concerned with the matrix measure of the delay-free matrix of dynamics to be negative and to have a modulus larger than the contribution of the error dynamics with respect to the limiting one.
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It illustrates that the two-dimension CBIJM can be concerned with the sparse matrix factorizations based on the factorizations of one-dimensional CBIJM.
We are concerned with the k-Gate Matrix Layout (k-GML) problem in a very large scale integration design.
This article is concerned with the effect of the inherent matrix properties (matrix molar mass and crystallinity) as well as the temperature on the impact behaviour of rubber toughened semicrystalline polyethylene terephthalate (PET).
The MLDA method is concerned with the stabilization of pooled covariance matrix estimate S p. This covariance matrix S p is constructed by selecting the largest dispersions regarding the S p average eigenvalue.
This paper is concerned with the reduction of a unitary matrix U to CMV-like shape.
This work is concerned with the hybrid finite element-transfer matrix methodology recently proposed by the authors.
Section 3 is concerned with the construction of an operational matrix of fractional derivatives (OMFD) in the Caputo sense of Fermat polynomials.
While this can yield a correlation matrix that is not positive definite, we are concerned with the coefficients themselves rather than manipulating the resulting matrix.
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