Exact(13)
First, a claim is presented [38]: For n × n complex matrix A, there exist scalar functions β 0 ( t ), β 1 ( t ), …, β n − 1 ( t ) such that e A t = ∑ j = 0 n − 1 β j ( t ) A j. (13).
Jeremijenko noted proudly that E, a ninth grader, had enrolled in an N.Y.U.
From Table 4, it is observed that E a value increases with the increasing inhibitor concentration.
Byfors (1980) showed that E a decreases sharply beyond a certain age that varies with curing temperature.
Note that E A → B ≤ θ p with equality only for P n, A = M A ρ A n.
From the thermodynamic parameters in Table 9, it can be seen that E a increases as the inhibition efficiency of the additives increases.
Similar(46)
Whenever you produce new content or work on optimizing your onsite features, keep that E-A-T acronym in mind, and put yourself in the shoes of a user to really get inside Google's mind.
Suppose that E is a Banach space, (Psubset E) is a cone.
Therefore, since the leading order terms are O ( n − q ), it follows that E [ ( a + b + c ) 2 ( b − a ) 2 ] = O ( n − q ), as n → ∞, for some q > 1. (171).
Finally, let us say that e is a constituent of e′ just in case there is a natural number n such that e is an n-constituent of e′.
By assumption A2, we have that E [ a ] = E [ b ] = E [ c ] = 0 and E [ a 2 ] = E [ b 2 ] = n − 1 from the normalization of the eigenvectors, and it follows from assumption A3b that E [ c 2 ] = ( n 1 ∗ ) n − 1 + O ( n − 3 ), as n → ∞.
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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