There is an intellectual position in which agreement is treated as less important than the quality and visibility of the reasoning that produces it.
Under this view, disagreement is not intrinsically a problem. Two people may arrive at different conclusions while both possessing coherent, considered worldviews. What matters is whether each can expose the structure beneath the conclusion: the definitions being used, the assumptions being made, the evidence being accepted, the values being prioritised, and the reasoning connecting them.
An examined disagreement can therefore be more valuable than an unexamined agreement.
This position also produces a particular attitude towards questions themselves.
Consider the question:
“Is this good?”
Before answering, the position demands that good be defined.
Good for whom? Good according to which objective? Over what timescale? Morally good, economically beneficial, socially desirable, personally advantageous, or simply effective at achieving some specified purpose?
Without this clarification, the question contains an unresolved variable. Two people may appear to disagree about whether something is good when their actual disagreement concerns what good means.
The same method that interrogates an answer therefore interrogates the question.
What exactly is being claimed?
What must be assumed for the claim to make sense?
What produces the conclusion?
This creates a general principle:
Before evaluating a position, expose the architecture that generates it.
But the principle can then be applied recursively to itself.
Why should the architecture of a position matter?
Because conclusions depend upon premises.
Why should premises be exposed?
Because doing so allows the actual point of disagreement to be identified.
Why does identifying that point matter?
Because it allows competing claims to be examined rather than merely asserted.
Why should examination be preferred?
Because examination can reveal error, inconsistency, missing information or incompatible assumptions.
Why should discovering those things matter?
Because beliefs constitute models of the world, and those models influence decisions and behaviour.
Why should those models correspond accurately to the world?
Because models that systematically misrepresent reality tend to produce failed predictions and actions that do not achieve their intended consequences.
But then another question appears:
Why should successful prediction, effective action or correspondence with reality be valued?
At this point, the recursion begins to expose something important.
Reasoning cannot necessarily justify its foundations indefinitely.
Eventually the chain may reach propositions such as:
Truth is preferable to falsehood.
Unnecessary suffering should be avoided.
Human flourishing matters.
Freedom matters.
Continued existence matters.
These propositions can themselves be examined. But eventually every worldview encounters foundational commitments that cannot simply be derived from another proposition without introducing further commitments beneath them.
The recursive method therefore does not necessarily terminate in an ultimate objective justification.
It terminates in visibility.
It reveals where evidence ends and assumption begins; where inference ends and value enters; where two apparently incompatible conclusions actually originate from different definitions or foundational commitments.
The aim, then, is not to force all rational people towards the same worldview.
It is to make worldviews legible.
A disagreement can be traced backwards:
Conclusion → reasoning → evidence → assumptions → definitions → values → foundations.
And sometimes the most important discovery is that the disagreement was never really at the level of the conclusion at all.
The two people simply began from different places.
Under this position, intellectual seriousness consists not in having the “correct” opinion on every question, nor in agreeing with some preferred set of conclusions, but in being able to descend through one's own reasoning far enough to understand what one's conclusions are actually built from.
The same demand applies to the questioner, the respondent, the critic — and to the position itself.
That recursive symmetry is what gives the position its force.