The phrase "also prove that when" is correct and usable in written English.
It can be used in contexts where you are discussing evidence or arguments that support a specific condition or situation.
Example: "The study aims to also prove that when the temperature rises, the reaction rate increases significantly."
Alternatives: "further demonstrate that when" or "additionally show that when".
Our algorithm makes O log∣L∣) queries to f when ⪯ is a total order on L. We also prove that when both f and (L,⪯) are given as oracles, any deterministic or randomized algorithm for finding a fixed point of f makes an expected Ω ∣L∣) queries for some (L,⪯) and f.
See Appendix E. Furthermore, we can also prove that when, then a user's utility function inflection point has always smaller value than his utility separation point,.
It also proved that when Israel manifests sanity, some of its neighbors respond with sanity, too.
The study also proves that, when it comes to non-celebs, a good Twitter user can be hard to find.
Actually, they are a more dangerous team now because though they have proved that they cannot handle prosperity, they have also proved that when ridiculed, when shoved, when ignored, when left for dead, their attention span snaps and they become a collective group and begin to make big and game-turning plays.
In [5] it is also proved that, when ω = 0 and μ = 0, the exponential decay of g is necessary for the exponential decay of u.
They [3] also proved that when c < λ1, λ1 λ1 - c) < b < λ2 λ2 - c) and s < 0, (1.3) has at least three solutions by using degree theory.
The authors [3] also proved that when c < λ 1, λ 1 ( λ 1 − c ) < b < λ 2 ( λ 2 − c ) and s < 0, (1.3) has at least three nontrivial solutions by using degree theory.
We [3] also proved that when (c
In [3], by using degree theory we also proved that when (c
The authors [4] also proved that when c < λ 1, Λ 1 < b < Λ 2 and s < 0, (1.2) has at least three nontrivial solutions by using the degree theory.
