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jamest wrote:None of this is important. What's important is that maths is maths and philosophy is philosophy and that if and when I come to define significant concepts, from now on I shall have reason to discard the views of mathematicians.

logical bob wrote:Thanks James. Based on your last clarification I'm taking you to be saying that maths is like a black box the output of which is as philosophically sound as the input. You don't have to accept the conclusions unless you accept the definitions and axioms, which you probably don't.
The example you keep giving us is that you don't like the definition of infinity. Out of interest, do you have any other examples in mind? Or is this all because you're hurting that your own personal definition of infinity got chewed up?
Any time you want to explain your own take on infinity I promise I won't tell you it's wrong because it's not the mathematician's definition, OK? I promise to evaluate it entirely on its own merits.

jamest wrote:SpeedOfSound wrote:
I think you missed quite a bit of the analogy here. You have not focused this thread on the meaning of your philosophy but rather it has been on math.
No, the focus has been upon meaning - and not my own, at that.
I have encouraged you to hoist up a specific bit of your concern to see if you can be a little bit more clear about it.
I will get to 'indivisible oneness' et al as soon as I've contented myself in knocking mathematicians from their philosophical perches. Then, the playing field will be level.

SpeedOfSound wrote:jamest wrote:SpeedOfSound wrote:
I think you missed quite a bit of the analogy here. You have not focused this thread on the meaning of your philosophy but rather it has been on math.
No, the focus has been upon meaning - and not my own, at that.
I have encouraged you to hoist up a specific bit of your concern to see if you can be a little bit more clear about it.
I will get to 'indivisible oneness' et al as soon as I've contented myself in knocking mathematicians from their philosophical perches. Then, the playing field will be level.
Not going to happen. Your arguments are not sound.

logical bob wrote:
Any time you want to explain your own take on infinity I promise I won't tell you it's wrong because it's not the mathematician's definition, OK? I promise to evaluate it entirely on its own merits.

jamest wrote:SpeedOfSound wrote:jamest wrote:SpeedOfSound wrote:
I think you missed quite a bit of the analogy here. You have not focused this thread on the meaning of your philosophy but rather it has been on math.
No, the focus has been upon meaning - and not my own, at that.
I have encouraged you to hoist up a specific bit of your concern to see if you can be a little bit more clear about it.
I will get to 'indivisible oneness' et al as soon as I've contented myself in knocking mathematicians from their philosophical perches. Then, the playing field will be level.
Not going to happen. Your arguments are not sound.
How do you know until I've presented them? Do you need a bit of grease for that lid?


People. And what do people do? They sometimes wear hats. And you can wear a hat to keep off rain. And if you don't keep off rain, you might catch a cold.jamest wrote:Who created/uses ML? People.
Doesn't cure colds, though, does it?Rather, people that know what it is and how it works. How do you learn what ML is and how it works? You cannot, except through a meaningful process which will transform the individual from clueless to clued-up.
It has its origins in Lisp. But what begat Lisp, and did John McCarthy ever catch a cold?ML, upon first glance, might not look like natural language, but it surely has its origins in it.
Reread the quote and tell me what point I was making. All I said was that I think the stuff I was saying is far more interesting than your word-association.You cannot isolate maths or programs from meaningful language. If you could teach somebody what ML is or what it does without using 'natural language', you'd have a point.Don't blame me for thinking that all of mathematics reduced to logic given by an operational semantics in a self-bootstrapping programming language is more interesting and profound than saying "you can't explain what a set is without using words."

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