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What mathematics background is needed to thoroughly understand string theory?

2007-10-05 16:58:18 · 4 answers · asked by robert f 1 in Science & Mathematics Physics

What mathematics classes should someone take assuming they have the physics courses under their belt.

2007-10-05 17:05:05 · update #1

4 answers

11 dimensional string theory, (and 26 dimensional M theory), has not produced anything.

It is possible that the extra 7 dimensions of space in string theory, (that are not perceived), are mathematical deception that first appeared with 5 dimensional Kaluza-Klein Theory.

String theory is possibly deception involving adding dimensions of space to the already existing 3 dimensions of space one dimension at a time at 90 degree angles to the previous dimension.

That string theory is possibly invalid is stated at the end of the wikipedia article on string theory.

2007-10-06 04:17:20 · answer #1 · answered by Anonymous · 0 0

You dont really need to Understand Euler's formula to know the basic tenets of strings theory. It is basically simple.


Strings theory is called strings theory because its based on the product of plank's constant and the frequency of vibration of a string. The Energy of the string is related to the strings of a guitar where you can obtain energies at different frequencies by striking different strings.

Its really a simple theory.

2007-10-05 17:15:38 · answer #2 · answered by goring 6 · 0 1

No, no one knows string theory. no longer even the string theorists. in the event that they'd get between the *many* variations of the theory to even make a concrete prediction, then i will placed my sarcasm away approximately string "theory". i'm informed the maths is stylish, in spite of the undeniable fact that this is incomprehensible as long because it continues to be indifferent from the authentic international.

2016-12-17 18:27:08 · answer #3 · answered by hillhouse 4 · 0 0

difficult thing. research into bing and yahoo. that may help!

2014-12-10 19:54:38 · answer #4 · answered by sheryl 3 · 0 0

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