Your English writing platform
Discover LudwigSuggestions(5)
Exact(8)
We show that a special case of the inequality, involving only two functions, implies the general case by using an argument from the theory of linear programing.
We can obtain the result by using an argument similar to that in Theorem 4.5.
By using an argument like the method in Theorem 3.10, we have the following more general algorithm and convergence theorem.
We can prove this theorem by using an argument similar to that introduced in [33], Theorem 2.2.
For a j ( z ) = A j ( z ) e α j z + D j ( z ), by using an argument similar to the above, we also obtain a contradiction.
By using an argument similar to the above proofs and that of Theorem 1.2, we can also show the boundedness of [ b →, g λ, α ∗ ]. □.
Similar(52)
This result is proven by using an inductive argument.
Apostol [14] could deduce (1.10) from (1.6) by using an elaborate argument.
Jayne objected to this designation, but I defended myself with what I termed "an argument from reality" — which was also objected to by Jayne, who said I was using "an argument from being really annoying".
This is accomplished by using a tilting argument to construct a first approximation to a pivotal quantity, and then by using a version of Stein's identity and very weak expansions to determine the correction terms.
(2.6) We will prove (2.6) by using a pedagogical argument.
More suggestions(15)
by using an omentum
by giving an argument
by using an expansion
by using an analogy
by winning an argument
by using an injection
by using an outrigger
by reviewing an argument
by proving an argument
by applying an argument
by using an aluminium
by using an app
by permitting an argument
by using an agar
by using an ozone
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