Sentence examples for well-known ordering from inspiring English sources
The phrase "well-known ordering" is correct and usable in written English.
It can be used to refer to a recognized or established sequence or arrangement of items, concepts, or events. Example: "In mathematics, the well-known ordering of natural numbers is essential for understanding number theory."
The approach taken is to implement well-known ordering disciplines - FCFC and SJF - in provisioning of cloud resources and then apply the container-based model to measure the benefits of our approach.
The sterol content influence on the bending rigidity (Henriksen et al., 2004; Méléard et al., 1997) was also studied and the well-known ordering effect of cholesterol, for instance, was associated to an increase of the bending rigidity.
Kemeny approaches are well-known order-based approaches.
The well-known order-up to level (OU) policy, where the quantity shipped to each retailer is such that the level of its inventory reaches the maximum level, and the maximum level (ML) policy, where the quantity shipped to each retailer is such that the inventory is not greater than the maximum level.
It turns out that the well-known Wick ordered polynomials in Gaussian analysis cannot be generalized to this non-Gaussian case.
By combining the mentioned techniques, we show in this paper that several coupled fixed point results in (ordered) G-metric spaces obtained in recent years and presented in the papers [11 23] simply follow from the well-known standard (ordered) metric results for mappings with one variable.
In the following result, we establish some useful implications regarding the relative hazard rate order and other well-known stochastic orders.
Researches in the literature have shown that fractional-order systems, as generalizations of well-known integer-order systems, are characterized by chaotic dynamics [20, 21].
end{cases} (3) To concretely describe the proposed algorithm, the classical 4th order Runge Kutta (RK4) method and the well-known 7th order Runge Kutta Fehlberg (RKF7) method for calculating (phi_{m+1}) and (e_{m+1}), respectively, will be used.
Fortunately, p can reduce to ( {hat{mathsf{p}}}_{mathsf{AIC}} ), the estimated order of autoregressive (AR) model according to AIC, which is the well-known high-order AR model in the asymptotic methods [29].
In the 'Unification of sixth-order iterative meth- ods' section, through the scheme, we generate various well-known sixth-order iterative methods.
