This presuppose that I even have a position to begin with ...
I don't understand why anyone would adopt a position before the discussion/debate - the whole point of which is to decide what is the factually correct position.
you presuppose there is a factually correct position to begin with. For the kinds of topics debate prepares you for, there often isn't.
How does one know when they completely understand the best possible case against their own belief? Or know for sure that they’ve arrived at the best possible case against it? Seems like an unattainable bar.
What I wrote was for people who truly think there's some one truth they want to argue; to explain to them why this is valuable. The real value is that this method teaches you to see all sides, and gives you both compassion and the ability to determine and assert what you think is right in circumstances you haven't encountered before - to think on the fly without judging prematurely.
> Plainly put: You can never truly arrive at or trust your own beliefs
I should stipulate though that you can arrive at about 99% of your beliefs and know them thoroughly enough to know why you believe them, while still being willing to change your mind if you're given new evidence.
No, "both sidesing" is not at all how philosophers or mathematicians train to establish the truth: they learn to identify overt and hidden assumptions and question the validity of this assumptions.
This might happen when you imagine you truly hold some other position, but it is clear from the structure you describe (mostly unstructured talking to an opponent) that this is incidental learning and not the focus of the exercise.
What you describe is plainly a exercise in rhetoric, the central conceit that one can simply switch positions after a fixed period of debate is clear enough evidence that truth seeking is not the goal.
I disagree with this.
It's not "both sidesing" in the same sense as debate, but for sure mathematicians often engage in similar ways of learning. Almost always, you'd learn something new, like a new definition, by considering other ways to define the same thing and see how that affects things.
And at the high level of maths, there sometimes are actual debates about which direction to go with certain axioms/etc.
> What you describe is plainly an exercise in rhetoric, the central conceit that one can simply switch positions after a fixed period of debate is clear enough evidence that truth seeking is not the goal.
Hard disagree. Being able to switch sides is essential to being able to understand why one side is better than the other. If you're trying to decide which ice cream flavor to order, but literally cannot see one of the options, it is meaningless to say you chose not to take that one. Only by actually seeing it, tasting it, and deciding against it, have you actually made a choice that one flavor is better than another.
Ha! Seeing you use a literal non-sequitur to as a counter is a perfect illustration of why rhetoric exercises aren't an automatic pathway to sound logical reasoning.
(Explicitly the argument by edanm goes: "I hold the proposition 'A does not do B' is not true, because A does C")
The goal here isn't to find truth, because sometimes the truth doesn't exist. It's to understand and be ready to counter-argue conflicting stances when necessary. Knowing what your opponent will say lets you better strengthen your own argument.
But if we challenge our opinions, we can make better decisions. If we challenge and they hold, we are more confident in them. If we challenge and they don't hold, maybe there's a better idea to explore.
In short, what I believe is: you can aim for the truth, and you will be better for it, but you will never reach it.
Tame example: say that we know that objectively 100% of the time that browsing Facebook leads to depression. Okay... what do we do with this? Do we force facebook to change, maybe even ban it from a country? do we strongly regulate people using Facebook? Maybe only regulate minors? How does that information affect Instagram or any other Meta product? One "truth" doesn't answer these questions.
Second of all: debate is ultimately communication, and communication is about being able to express your own thoughts, often while trying to appeal to other person's thoughts. These core factors of society are important no matter the topic. It should also ideally teach one to consider multiple points of view and make for a more well rounded understanding on comlpex issues, but well... here's the article talking about modern debate.
On the other hand they were talking about religious training, and religions are pretty clear that they do teach (some sort) of truth.
In math, proof by counterexample is pretty directly what you'd call "both-sidesing" above; you make a thorough, detailed, and compelling argument for a case against your hypothesis, then demonstrate why it can't be true.
If you can't do the work of the making such a detailed counterexample, then the proof of your actual hypothesis falls apart too.
Being able to make the strongest argument against your beliefs is necessary for you to hold your own beliefs most strongly.
A proof by counter-example can get even more terse, you simply have to construct an object which breaks a hypothesis. You don't need to consider the incorrect arguments either. Sometimes these proofs are only a sentence long.
"You can never truly arrive at or trust your own beliefs if you can't completely understand and articulate the best possible case against them. In order to do that, you must put yourself in the position of one who believes the opposite of what you do."
It seems to me that your post doesn't make the point you think it does and you ascribe a viewpoint to the post you're responding to which is not in evidence.
Anyway, that seems a distinct debate from the one you opened with, that you were trained according to: > Students were paired off and given a biblical passage to examine, say, Jonah and the whale. One student would have to defend Jonah while the other defended, basically, God. After ten minutes, the teacher would say "switch" and they would have to defend the opposite side with equal logic and vigor. This was the making of a mind.
Plainly put: You can never truly arrive at or trust your own beliefs if you can't completely understand and articulate the best possible case against them. In order to do that, you must put yourself in the position of one who believes the opposite of what you do. Maybe you'll even find your own beliefs change in this process. But humility and courage of your conviction, if you have a conviction, demands that you can argue the other side better than anyone on the other side.
Also, where reasonable people disagree, there are always two versions of the truth. Learning to grapple with that fact teaches one not to see everything in pure black and white. Which has the benefit of teaching one to judge practices on the merits rather than individuals on their orthodoxy.