We offer some examples below to demonstrate that the class of ordered metric spaces is a very broad one.
Finally, we prove that the new conjecture holds for a class of ordered symmetric spaces, called both the Makarevič spaces of type I, and the satellite cones.
Here, we report a class of ordered Pd3Pb tripods (TPs) with predominantly {110} facets and show that they achieve extremely high ORR performance in alkaline medium.
A class bijection is a class of ordered pairs; there might be pathology here if we did not have enough pairs as sets, but other axioms do provide for their existence.
Consequently, the results of Luong and Thuan (Nonlinear Anal. 74 983-992, 2011), Alotaibi and Alsulami (Fixed Point Theory Appl. 2011 44, 2011) and many others are extended to the class of ordered partial metric spaces.
Stereotype logistic regression, a class of ordered logistic regression, was used to evaluate risk of non-muscle-invasive and muscle-invasive bladder cancer risk vs. controls for different covariates.
In contrast, a relatively new class of ordered mesoporous silica particles provides a promising framework that has broad flexibility in its chemical and structural features at multiple (∼ 2 nm to 1 µm) length scales.
Some infinite classes of orders are also obtained.
In the case of n-place relations, the theory identifies them with classes of ordered n-tuples.
The aim of this article is to determine non-trivial cancelling means for some well-known classes of ordered means.
