The phrase "assured conclusion" is correct and usable in written English.
It can be used when expressing a conclusion that is certain or guaranteed based on evidence or reasoning.
Example: "After reviewing all the data and conducting thorough analysis, we reached an assured conclusion about the project's viability."
Alternatives: "certain conclusion" or "definitive conclusion".
These works invite consideration but refuse any assured conclusions.
But rest assured, the conclusion is crystal-clear.
How can they be assured the conclusions will be valid?
Consistency between intention-to-treat analysis and on-treatment analysis might assure our conclusion.
Follow-up long-term carcinogenicity studies, using test animal strains and numbers of animals that assure robust conclusions, are required to confirm/refute this preliminary evidence.
For instance, if one part of your meeting runs long, you may need to shorten the discussion for other parts of your meeting or eliminate relatively unimportant parts of the meeting entirely to assure a timely conclusion.
Let me assure you, in conclusion, that the Commission will continue to follow this issue and will continue to advocate to our Israeli partners the need to promote and further facilitate, rather than restrict, the work of an active NGO sector.
It was observed that the average metallic particle size in the case of the 2 wt% Pt/350USY was unchanged by the deactivation reaction, which may indicate that no metal sintering occurred; however, this conclusion cannot be assured, as TEM was able to study only limited regions of the samples and consequently the results should be interpreted as mainly local [43].
In the Results section we learn that the authors tested for robustness of their results by checking whether a relatively modest (20%) variation of parameters of the Connors-Stevens model used here changes the overall conclusions, and are assured that it does not.
The previous inequality assures that conclusion (a) of Theorem 2.1 can be used, for which either Φ − λ Ψ has a global minimum or there exists a sequence { u n } of solutions of problem ( S λ, μ ) such that lim n → ∞ ∥ u n ∥ = + ∞.
