Re:Is the Schrödinger Equation True?
by ukj on Tuesday January 12, 2021 @03:01AM
(#25743711)
To me, the value of Philosophy isn't in learning any particular jargon/terminology (any more than learning the jargon of "symmetry groups" is a useful activity) - the value is in the general understanding of the process of how to develop jargon/terminology from first principles. From a physicists' perspective: to develop the language needed to describe/express the physics you are experiencing.
There is certainly an element of wheel re-invention in first principles thinking, but acquiring maker's knowledge seems like a more rewarding endeavour than acquiring only user's knowledge.
This process of creating new languages/jargon has a name in Computer Science: Meta-linguistic abstraction [1], and so the value of Philosophy (to me) is in the first paragraph of the Wikipedia article:
>metalinguistic abstraction is the process of solving complex problems by creating a new language or vocabulary to better understand the problem space.
And so this I find it fascinating when you say that...
>there are certain symmetry groups that seem to apply everywhere we look
Because your meta-language for talking about your experiences is the language of symmetry groups.
Post-structuralism (and all Philosophy, really) is merely an attempt to escape the reductionist nature of that sort of language-centric thinking - it's an attempt to drag us out of the cave of Logocentrism [2]. Mathematics is only up to isomorphism - there's nothing in the symbolic denotation without the human connotation, so if structuralism is about symmetry (equalities) , post-structuralism is about asymmetry (inequalities).
There is certainly an element of wheel re-invention in first principles thinking, but acquiring maker's knowledge seems like a more rewarding endeavour than acquiring only user's knowledge.
This process of creating new languages/jargon has a name in Computer Science: Meta-linguistic abstraction [1], and so the value of Philosophy (to me) is in the first paragraph of the Wikipedia article:
>metalinguistic abstraction is the process of solving complex problems by creating a new language or vocabulary to better understand the problem space.
And so this I find it fascinating when you say that...
>there are certain symmetry groups that seem to apply everywhere we look
Because your meta-language for talking about your experiences is the language of symmetry groups.
Post-structuralism (and all Philosophy, really) is merely an attempt to escape the reductionist nature of that sort of language-centric thinking - it's an attempt to drag us out of the cave of Logocentrism [2]. Mathematics is only up to isomorphism - there's nothing in the symbolic denotation without the human connotation, so if structuralism is about symmetry (equalities) , post-structuralism is about asymmetry (inequalities).
[1] https://en.wikipedia.org/wiki/Metalinguistic_abstraction
[2] https://en.wikipedia.org/wiki/Logocentrism