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The proposed PP model enables a decision maker to consider multiple criteria (i.e., cost, customer service and intangible benefits) and to express criteria preferences not in a traditional form of weights, but in ranges of different degrees of desirability.
Melachrinoudis et al. (2005) propose a LPP model which enables a decision maker to consider multiple criteria (i.e., cost, customer service, and intangible benefits) and to express criteria preferences not in a traditional form of weights, but in ranges of different degrees of desirability.
Melachrinoudis et al. (2005) propose a LPP model that enables a decision maker to consider multiple criteria (i.e., cost, customer service and intangible benefits) and to express criteria preferences not in a traditional form of weights, but in ranges of different degrees of desirability.
In the included articles different terms are used to describe the concept of VSED, but they all have the same meaning and clearly express criteria that distinguish VSED from other forms of forgoing life-sustaining measures in palliative care (e.g. medical treatment) and assisted suicide.
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AHP expresses criteria in a hierarchical structure.
The most commonly expressed criteria, in order, regarding the diseases, were the likelihood of transmission, whether or not protective measures are available, and whether or not immunization is possible (66.7%, 65.2%, and 58.3%, respectively).
The main objective of the paper is to express the criteria for the well-posedness in terms of the local modulus of lower semicontinuity of the boundary manifold.
First, in order to express the criteria of smell intensity as an absolute value, we propose the development of a standard odour index.
The instability analysis using small-k perturbation technique and process of obtaining growth rate in present form is very suitable to understand, because it express instability criterion and growth rate in terms of basic plasma parameters like ratio of number density, cyclotron frequency, direction cosine etc. which are used to describe the concern plasma situation.
If we give each newsvendor a limit production level, say (M_{i}) for newsvendor i, we can express the criterion of profit maximization for newsvendor i as textstylebegin{cases} max u_{i}(q_{i},q_{-i}) triangleq p_{i}min(q_{i},D_{i}+ sum _{jneq i}o_{ij} max(D_{j}-q_{j},0)) -c_{i}q_{i},quad forall i quad mbox{s.t.
One of the most interesting discussions driven by students revolved around what genes should be called "differentially expressed," the criteria that should be used to define "differentially expressed genes," and whether these criteria should be uniform for a group of scientists working on the same problem.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com