In Zen as well (and most schools of Buddhism teach similar ideas), it's believed that the concept of zen cannot be taught at all through language and that any attempts to do so immediately betray the concept of Zen. Zen can only be experienced, not taught or communicated. — Dorrian
But what does this mean ? Does it mean there’s flaws in our language or that some parts of human experience are just ineffable ? — kindred
Is there anything that language can’t express ? — kindred
Is there anything that language can’t express ? I don’t think it’s very good at expressing emotion because emotion is non-linguistic. — kindred
Language cannot express feelings but merely describe them I’m just wondering if there is other things that language cannot express or has limits … thoughts ? — kindred
Is here anything language can express? What does it mean to say that language "expresses"? — tim wood
For example, there are uncountably infinite real numbers. Therefore, it is impossible to express all of them in language. — Tarskian
Language is a barrier unto itself, it is a performance, a recreation of the real in way that we hope are intelligible to others, it is not the real itself and therefore we can express the whole of what we feel and cracks begin to appear in our understanding. — Dorrian
So, to answer your question, we can't truly express anything with language, but it's the tool we have to communicate our experiences to others. — T Clark
What is language trying to express if not human experience? What else could be the purpose of language? — Dorrian
I don't understand what it means to have more planets than possible worlds if possible worlds are infinite in number.If there are more planets than possible words then you can't give each of them a different name. It doesn't matter if you have seen all of them. — Tarskian
You can just assign a newly discovered planet for which we don’t have word for, a made up word or letter-number designation. That word then would be its identifier… — kindred
https://en.m.wikipedia.org/wiki/Cardinality_of_the_continuum
Cardinality of the continuum
The real numbers R are more numerous than the natural numbers N.
But, if you could have infinite planets, you could name each one as a number. I don't follow how there can be an infinite set of planets but not an infinite set of names. — Hanover
That’s because the points on a line are infinite, why can’t there be infinite words ? — kindred
https://en.m.wikipedia.org/wiki/Cantor%27s_diagonal_argument
Cantor's diagonal argument (among various similar names[note 1]) is a mathematical proof that there are infinite sets which cannot be put into one-to-one correspondence with the infinite set of natural numbers – informally, that there are sets which in some sense contain more elements than there are positive integers. Such sets are now called uncountable sets, and the size of infinite sets is treated by the theory of cardinal numbers, which Cantor began.
This would be impractical in its application in the real world and would serve no use apart from counting, though the points in a line are infinite naming/identifying each point in a line would be an unnecessary exercise. — kindred
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