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Zigmen wrote:But then it occured to me that the science department also spoke English. Was the English language a part of science as well? Or was it just a tool?
Anyway. Is math a science? Or is it a tool?



MrsC wrote:
There's nothing as good as combustible products.


Zigmen wrote:Thanks for the answers, folks.
So, is it sort of like a tomato being considered a vegetable, even though it is technically a fruit?
Do we like to call math a science even it isn't?
I wonder why . . .
wiki wrote: despite the fact that chocolate is not a fruit[citation needed]





Gregory Chaitin wrote:To put it bluntly, if the incompleteness phenomenon discovered by Gödel in 1931 is really serious — and I believe that Turing's work and my own work suggest that incompleteness is much more serious than people think — then perhaps mathematics should be pursued somewhat more in the spirit of experimental science rather than always demanding proofs for everything. Maybe, rather than attempting to prove results such as the celebrated Riemann hypothesis, mathematicians should accept that they may not be provable and simply accept them as an axiom.
At any rate, that's the way things seem to me. Perhaps by the time we reach the centenary of Turing's death in 2054, this quasi-empirical view will have made some headway, or perhaps instead these foreign ideas will be utterly rejected by the immune system of the maths community. For now they certainly are rejected. But the past fifty years have brought us many surprises, and I expect that the next fifty years will too, a great many indeed.
Roger Penrose, 2010 wrote:... anyway, i've got negative time left so i'd better stop
r.c wrote:
I don't think maths can be compared to language. Language is used to convey an idea/message etc. where as maths itself is the idea.

r.c wrote:
I don't think maths can be compared to language. Language is used to convey an idea/message etc. where as maths itself is the idea.

debunk wrote:r.c wrote:
I don't think maths can be compared to language. Language is used to convey an idea/message etc. where as maths itself is the idea.
Mathematics has grammar, jargon, symbols (as in notation), pretty much every attribute we ascribe to languages.
"Philosophy is written in this grand book - I mean the Universe - which stands continually open to our gaze, but it cannot be understood unless one first learns to comprehend the language and interpret the characters in which it is written. It is written in the language of mathematics, and its characters are triangles, circles and other geometrical figures, without which it is humanly impossible to understand a single word of it."
Roger Penrose, 2010 wrote:... anyway, i've got negative time left so i'd better stop
Paul Almond wrote:Can someone give an example of a mathematical insight which can be gained without setting up a physical system in some state and then seeing what it does, along with a (brief) description of how the insight is gained? - and I suggest that anyone about to answer this is very, very careful and reflects on what is really happening when brains of any kind think or computers of any kind compute things.
wiki wrote: despite the fact that chocolate is not a fruit[citation needed]

r.c wrote:I don't think maths can be compared to language. Language is used to convey an idea/message etc. where as maths itself is the idea.
wiki wrote: despite the fact that chocolate is not a fruit[citation needed]

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