Originally posted by Mindship
Basically, is math an invention or a discovery? I think, more and more, philosophically we're shifting from the notion of 'invention' (for measuring quantities) to 'discovery' (of the underlying order to the universe).
Originally posted by Mindship
We don't have to physically be out there; we can make accurate measurements with telescopes and other detection devices (eg, recent detection of gravitational waves has further confirmed our mathematical understanding of the inflationary period during the Big Bang). Heck, it's basically how theoretical physicists "envision" the universe: as a set of constants and their dynamic relationships.It is because numbers are "universal," we've been able to have robot probes fly by multiple planets and moons in our solar system with amazing accuracy. We can predict, years ahead of time, where these celestial bodies will be. And from what we've been able to observe in interstellar or intergalactic space, the properties of super-distant bodies also appear mathematically predictable (eg, I believe it is how the presence of dark matter surrounding our galaxy was discovered, as well as the discoveries of supermassive black holes at the centers of galaxies, and even the discovery that our universe is experiencing accelerated expansion. All done by observation and math).
It is, in fact, the universal applicability of math to virtually everywhere in the observable cosmos that has prompted some scientists to wonder if math is a discovery rather than an invention.
they math can't find a plane in the damn water.. so yeah ill believe they can use a microscope to measure darkness
Originally posted by Astner'E' always equaled 'mc^2', whether we ever discovered this mathematical relationship or not. We did not invent this relationship, nor others found in nature, only the symbols for expressing them, eg, like the numeral '2'.
No, it's an invention. A tensor—for instance—can be used to express a certain relation in nature. But the tensor itself isn't physically there, just like the number 2 isn't hovering above a pair of apples.
Originally posted by Shabazz916
numbers help us on earth...
Originally posted by Shabazz916Hey, no one's perfect.
the math can't find a plane in the damn water...
Originally posted by Mindship
'E' always equaled 'mc^2', whether we ever discovered this mathematical relationship or not. We did not invent this relationship, nor others found in nature, only the symbols for expressing them, eg, like the numeral '2'.Hey, no one's perfect.
thats why it says it only helps us on earth. notice i didnt say in thee sea
Originally posted by Mindship
'E' always equaled 'mc^2', whether we ever discovered this mathematical relationship or not.
Originally posted by Mindship
We did not invent this relationship, nor others found in nature, only the symbols for expressing them, eg, like the numeral '2'.
We discovered the phenomena, we invented the expression.
Originally posted by AstnerA philosophical point, to be sure, and I agree. We don't know if our entire reductive-materialist model is valid, but it is (apparently) quite reliable. And that's good enough to treat what we discover as a "real" deal, a viable as-if, for all current intents and purposes.
We don't know if this expression perfectly describes the phenomena, what we do know is that it describes the phenomena well enough for practical purposes, i.e. atom bombs and nuclear reactors, and that's all we know.
Originally posted by AstnerMy friend, we're basically saying the same thing:
We discovered the phenomena, we invented the expression.
Originally posted by Mindship
We did not invent this relationship, nor others found in nature, only the symbols for expressing them.
The importance of numbers:
Any number is merely the measurement of a quantity.
This is the most basic concept.
"The brain does much more than just recollects, it analyzes, synthesizes, it generates abstractions. The simplest thought, like the concept of the number one, is an elaborate logical underpinning."
-Carl Sagan on the human brain.