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αi = αs E s/E i with E s and E i being the bond strength at the surface and interface, respectively.
(v) A canonical idempotent w ∈ Y ∗ is called ordered if every subword e = e 1 e 2 ⋯ e m of w with m > 2 and e i being idempotents satisfies fir ( e 1 ) < fir ( e 2 ) < ⋯ < fir ( e m ), where fir ( u ) is the first letter of u ∈ Y ∗. .
The sensor gain, g i, can be calibrated using the relation, frac{mathrm{Var}left[{y}_iright]-mathrm{V}mathrm{a}mathrm{r}left[{b}_iright]}{Eleft[{y}_iright]-Eleft[{b}_iright]}=frac{g_i^2mathrm{V}mathrm{a}mathrm{r}left[{e}_iright]}{g_iEleft[{e}_iright]}={g}_i, (15 where the second equality follows from e i being Poisson distributed shot noise with E[e i ] = Var[e i ].
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Let d e i be the measured realization from X i, then (D e i = d e i ) is the event that the measured realization in experiment i is d e i.
E: I'm massively dubious.
E: I am doing my yoga breathing.
(e) I'm always right about everything.
"When we found E, I was very surprised".
D) "Yes, they're both available!" E) "I'm actually a little nervous".
( E(I) ) is the expected indemnity.
We assume s i and e i are integers.
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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