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In the following, we make efficiency comparisons between the OLSE and BLUE in a singular model according to the above category.
In the future, it will be of great interest to determine whether these effects of NK4 are observable in other animal models of RA, as not all facets of RA are represented in a singular model of the disease.
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Therefore, they offer a singular model to explore the suppressive pathways at work.
The Thoroughbred horse provides a singular model system to understand exercise adaptations.
This paper is mainly concerned with the efficiency comparison between OLSE and BLUE in a singular linear model.
For example, Liski et al. [10] and Liu [4] make efficiency comparisons between the OLSE and BLUE in a singular linear model.
In this article, we use several new matrix norm versions of the Kantorovich inequality involving a nonnegative definite matrix to make the comparison of efficiencies between OLSE and BLUE in a singular linear model.
In this paper, our goal is to make the comparison of efficiencies between OLSE and BLUE in a singular linear model by using matrix norm versions of the Kantorovich inequality involving a nonnegative definite matrix.
The crack stress concentration factor and a strain concentration rule are used to calculate the notch root strain and to shift the origin of a modified HRR field, resulting in a non-singular model of the strain distribution ahead of the crack tip.
The complex dynamic behavior, such as the singularity-induced bifurcation, is often exhibited in the singular model.
In the literature, such a model is often regarded as a weakly singular model or the Zyskind-Martin model [20].
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