Your English writing platform
Discover LudwigExact(1)
His "in death we are in life" never pretended to be any more than (but what a lot) a reverse corollary to the old adage.
Similar(59)
(Corollary: the reverse is amateur hour).
By using Corollary 2.3 and reversing the order of double integration, we have the required result.
From Remark 3.3 and (4.10) together with (1.7) we clearly see that inequality in Corollary 4.8 is reversed for and inequality in Corollary 4.8 is true for.
A generalization of this inequality is given in Corollary 2.2, and the reverse inequality is specified in Corollary 2.4.
Corollary 2.8 Suppose that A = ( F ˜, A ) and B = ( G ˜, B ) are two IVF soft sets over U. Then we have A ≡ B ⇒ A = L B ⇒ A = J B. It is worth noting that all the reverse implications in Proposition 2.7 and Corollary 2.8 do not hold in general.
Note that for every continuous concave function (varphi : [alpha, beta ]rightarrow mathbb{R}) inequality (1.10) is reversed, i.e. the following corollary holds.
This corollary still holds if we reverse the corresponding inequalities between successive approximations.
Some of the inequalities in Corollary 3.3 can be used to produce reverse norm inequalities for the sum of positive operators in the case when the convex function is nonnegative and monotonic nondecreasing on.
These two reverses are then compared and it is proved in Corollary 3.9 that we have the following chain of inequalities: 3Q+4F sqR}{frac{6r}{R}} ge Q+4F sqrt{1+frac{R}{r}} ge a^{2}+b^{2}+c^{2}.
The corollary of this is that if we can identify signaling pathways that reverse glial mechanisms leading to synapse removal, we may identify approaches that could halt or even reverse AD, independent of specific cause.
Write better and faster with AI suggestions while staying true to your unique style.
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