Exact(1)
Malawski et al. [10] developed a mixed integer nonlinear programming model to optimize the total cost of resource provisioning under the time constraint.
Similar(59)
The calculation of total costs of resource utilisation attributes the highest proportion of costs to hospitalisation, the factor in the model for which there are the most data for Germany.
bPR n = 53 patients with enterostomy; OD n = 49 patients with enterostomy; volume, average amount of resources used per patient; total costs, total costs of resource use of all patients; mean costs, average cost per patient; difference, difference between PR and OD (positive values in favor of OD).
For each patient, the amount of each type of resource consumed or event occurring was multiplied by its associated unit cost to estimate the total cost of that resource or event.
Thus, the total cost of using resources from multiple cloud resource providers, T c, can be represented as: {T}_c={displaystyle {sum}_{i=1}^{S_{r p}}{displaystyle sum_{k=1}^Kleft( u{r}_i^n*{C}_{left({mathrm{cp}}_iright)}^{(f)}+{displaystyle {sum}_{i=1}^{S_{r p}}{displaystyle {sum}_{t=1}^T r{p}_i^n*{C}_{left( t,{mathrm{cp}}_iright)}^{left(mathrm{r}right)}}}right)}} (2).
Thus, total cost of using resource from a single cloud provider is ( {T}_c={displaystyle {sum}_{t=1}^T u{r}_i^n*{C}_{left( t,{mathrm{cp}}_iright)}^{left(mathrm{o}right)}} ) and total cost of using resources from more than one cloud provider is: {T}_c={displaystyle {sum}_{t=1}^T{displaystyle {sum}_{i=1}^{S_{rp}} r{p}_i^n*{C}_{left( t,{mathrm{cp}}_iright)}^{left(mathrm{o}right)}}} (1).
In the weighted multi-objective formulation of the SNA-VSP, the impact of the term that corresponds to the total cost of computational resources allocated to the set of selected edge servers is stressed.
Thus, total cost of using resources from a single cloud provider is becomes ( u{r}_i^n*{C}_{left({mathrm{cp}}_iright)}^{(f)}+{sum}_{t=1}^T u{r}_i^n*{C}_{left( t,{mathrm{cp}}_iright)}^{left(mathrm{r}right)} ).
Average total cost of all tangible resources for conducting a one-day refresher training for a volunteer CHW was US$4.166.
In this paper, we consider the problem of designing reliable networks that satisfy supply/demand, flow balance, and capacity constraints, while simultaneously allocating certain resources to mitigate the arc failure probabilities in such a manner as to minimize the total cost of network design and resource allocation.
The sum of the individual resources gives us the total cost of the labour and space resources that the site uses to perform a CABG surgery: The TDABC direct cost estimate is the sum of the total labour cost, the total space (including equipment) cost, as well as costs of purchased supplies (ie, acquisition costs for material and medications).
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