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First of all, one has to select an apt topos for a given conclusion.
Generally speaking, an Aristotelian topos ('place'location'on') is an argumentative scheme that enables a dialectician or rhetorician to construe an argument for a given conclusion.
An argument infers from given premises to a given conclusion; a different argument, with a different force, moves from some other (additional) premises to that conclusion.
Similarly some bodies of evidence can give us more reason to believe a given conclusion than would another body of evidence.
Once we have selected a topos that is appropriate for a given conclusion, the topos can be used to construe a premise from which the given conclusion can be derived.
One will be a method for discovering premises from which a given conclusion follows, while the other will be a method for determining which premises a given interlocutor will be likely to concede.
Similar(46)
(4) Positive fallaciousness occurs when the given premises, complemented by other propositions taken as true, are shown to support a conclusion inconsistent with the given conclusion.
Then Theorem A gives the conclusion of Theorem 1.1.
After confidence conclusions are developed for a given outcome, conclusions for multiple outcomes are developed.
Section 4 gives conclusion.
Finally, we give conclusion.
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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