Exact(7)
The seafood is of uniformly excellent quality, reasonably priced and well prepared.
Thus, f is of uniformly bounded variation.
for all t ∈ [ a, b ], we see that F is of uniformly bounded variation.
Thus, we find that F ( t ) is of uniformly bounded variation.
Moreover, φ is of uniformly lower type (p^_{varphi}) with (p^_{varphi}in 0, infty )), then we have, for any (xin{{mathbb{R}}^{n}}), tilde{varphi} (x, t)= int^{t}_{0}frac{varphi (x, s)}{s},dsle C frac{varphi (x,t)}{t^{p^_{varphi}}} int^{t}_{0}frac{1}{s^{1-p^_{varphi}}},dsleq Cvarphi (x,t), where C is a positive constant as in (2.4).
On the other hand, since φ is of uniformly upper type (p^_{varphi}in (0, infty )), we get, for any (xin{{mathbb{R}}^{n}}), tilde{varphi} (x, t)= int^{t}_{0}frac{varphi (x, s)}{s},dsgeq C frac{varphi (x,t)}{t^{p^_{varphi}}} int^{t}_{0}frac{1}{s^{1-p^_{varphi}}},dsgeq Cvarphi (x,t), where C is a positive constant as in (2.4).
Similar(52)
"The earlier pieces have been expanded... to good effect," Terry Teachout wrote here in 1998, "while the later ones are of uniformly high quality".
It should be cheaper than researchers tooling up to do it by themselves, and the data should be of uniformly high quality.
Meat seemed to be of uniformly high quality at Vuli, from the incredibly tender prime-aged shellsteak served with eggs sunny side up at Sunday brunch, to the three veal dishes on the regular menu.
Let ρ = max { ρ ( A j ), j = 0, 1, …, k − 1 } and all poles of f are of uniformly bounded multiplicity.
If f ≢ 0, whose poles are of uniformly bounded multiplicities, is a finite-order meromorphic solution of (1.3), then ρ ( L f ) ≥ 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