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The power metric PM as described in this paper is a statistically solid metric with little sensitivity to the ratio of actives to the total number of compounds (the R a value; see Table 2) and little sensitivity to the cutoff threshold parameter χ (Table 3).
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Let be a solid cone metric space, let, and let be a sequence in.
We find that ( X, d ) is a solid cone metric space over Banach algebra.
SPS aims at processing a suspension of sub-micrometric-sized or even nano-metric-sized solid particles dispersed in a solvent.
As such, most pretreatment researchers now report sugar yields from enzymatic hydrolysis of the pretreated solids as a key metric for determining optimum pretreatment conditions.
In Section 9, we study cone metric spaces over solid vector spaces.
U.S. dumps took in 262 million metric tons of solid waste in 2012 more than double what some experts had previously estimated according to a new study.
Our axioms are enough to prove some fixed point theorems in cone metric spaces over solid vector spaces.
In Section 9 we show that the theory of cone metric spaces over solid vector spaces is very close to the theory of the metric spaces.
In 2012, Nashine et al. [3] established coupled coincidence point results for mixed g-monotone mappings under general contractive conditions in partially ordered cone metric spaces over solid cones.
Then, by using a necessary new technique, we prove two common fixed point theorems for a pair of those mappings on complete cone metric spaces over solid, not necessarily normal cone.
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