Gödel's Incompleteness Theorem
Feb. 16th, 2008 02:31 pmToday's topic, thinking about it, while driving: Gödel's Incompleteness Theorem as applied to the entirety of human knowledge, and the incomplete understanding of mathematical variables, specifically related to our belief that "Mathematics is the Universal Language." Cf. The idea that we are not able to truly understand each other, without stipulative definitions and designations, therefore, another species may have a conceptual apparatus completely unlike our own.
E.g. What is Mathematical computation, to us, may, in fact, be food, to them. Blue may=fish.
This calls into question the very existence of "a priori truth," as all concepts must be conceived and then propigated. Taught. Teh designators by which we teach and learn these will dictate what we teach and learn.
In short: Mathematics is not a universal language, and what we hear as radio noise may, in fact, be radio signal to someone or something else.
Discuss.
E.g. What is Mathematical computation, to us, may, in fact, be food, to them. Blue may=fish.
This calls into question the very existence of "a priori truth," as all concepts must be conceived and then propigated. Taught. Teh designators by which we teach and learn these will dictate what we teach and learn.
In short: Mathematics is not a universal language, and what we hear as radio noise may, in fact, be radio signal to someone or something else.
Discuss.
no subject
Date: 2008-02-17 01:39 pm (UTC)no subject
Date: 2008-02-17 02:42 pm (UTC)Good Morning. And You are...?
no subject
Date: 2008-02-17 03:00 pm (UTC)no subject
Date: 2008-02-17 11:28 pm (UTC)There's also one of my favorite ideas, that it's possible that everyone else sees everything in negative from you, and you'd never know. They point to a dark red apple and say, "red", but if you were to get inside their mind's eye you'd see light green dappled with dark purple spots.
no subject
Date: 2008-02-17 11:39 pm (UTC)