Does quantum physics include string theory?

Thus string theory is a theory of quantum gravity. Because string theory potentially provides a unified description of gravity and particle physics, it is a candidate for a theory of everything, a self-contained mathematical model that describes all fundamental forces and forms of matter.

What do I need to study string theory?

1 Answer. To learn the basics you need to understand in a reasonable level classical mechanics, quantum mechanics and special relativity. The conformal field theory you need will be presented on the string theory textbooks.

What do I need to know before studying quantum physics?

In order to study elementary quantum mechanics you must ideally have an understanding of the following mathematical ideas:

• Complex numbers.
• Partial and Ordinary differential equations.
• Integral calculus I-III.
• linear algebra.
• fourier analysis.

What is the math behind string theory?

String theory predicts the existence of more spacetime dimensions than the three spatial dimensions and one time dimension that we routinely observe. Bosonic string theory requires the existence of twenty-five spatial dimensions and one time dimension.

What do I need to study to become a quantum physicist?

At a bare minimum, you’ll need everything through quantum field theory and general relativity, which includes calculus of variations, complex analysis, group theory, PDEs, path integrals, differential geometry, maybe some topology and anything else I’ve forgotten.

What level of math do you need to learn quantum mechanics?

$\\begingroup$ There are many different mathematical levels at which one can learn quantum mechanics. You can learn quantum mechanics with nothing more than junior high school algebra; you just won’t be learning it at the same level of mathematical depth and sophistication.

Can string theory unify gravity and quantum theory?

Among the attempts to unify quantum theory and gravity, string theory has attracted the most attention. Its premise is simple: Everything is made of tiny strings. The strings may be closed unto themselves or have loose ends; they can vibrate, stretch, join or split.

What kind of math do I need to study string theory?

“Advanced Mathematics”: String theory usually builds on this with at the very least a little algebraic geometry. If you take cues from people on the nLab, category theory can be big in string theory. Pick any combination of differential/algebraic and geometry/topology and it will be useful in string theory. Number theory as well.