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Yet the key phrase did not have a fixed, self-evident definition.
As my colleague Jeffrey Toobin noted, in 2014, "The key phrase did not have a fixed, self-evident definition.
It will propose and develop a self-evident definition of the combination of both procedures in Metrology, "measurement plus observation", and will reveal their stringent logical and analytical relationships.
It is evident that Definition 1.10 coincides with Definition 1.11 if we replace Y by a set of non-negative real numbers.
As is evident from Definition 2.7, a differentially flat system possesses (flat) outputs, equal in number to the number of inputs, which permit the system states and inputs to be recovered through algebraic manipulation of these outputs and their time derivatives.
As is evident, the definition of use varies between study, with five studies [ 53, 68, 69, 84, 85] comparing ever and never users of mentholated cigarettes, and three [ 51, 56, 83] using alternative comparisons, based on the current or usual brand smoked.
This is evident from definitions in (14b)–(14d), which link s1, s2, s3, and s4 to the function (T_{k,i}^{(n)}) and the derivation of function (T_{k,i}^{(n)}) in (39), which is a function of (hat {h}^{(n)}_{aa}) and (hat {h}^{(n)}_{ba}), i.e., the estimates from the nth iteration.
It is evident from the definition of (b_{k}^{gamma}) that 1=b_{0}^{gamma}> b_{1}^{gamma}> cdots> b_{k}^{gamma}to0quad text{as } kto +infty.
This is already evident in his definition of judgement as 'the act which refers an ideal content... to a reality beyond the act' (Principles, Bk I, Ch. I, sec. 10).
The similarity in permeability results between the proposed pseudo-pressure and pseudo-time straight-line approach and the P 2-approach is also evident through the definition of the pseudo-pressure in Eq. (2).
It is evident from the definition of operators (Ain mathcal{A}(n)) (resp., (Ain mathcal{A}(*-n))) that (mathcal{A}(n)) operators satisfy condition ((D_{1})) (resp., (mathcal{A}(*-n)) operators satisfy condition ((D_{2}))).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com