Superstring theory, a theoretical framework in physics, can potentially be applied in the development of computer code through the concept of quantum computing. Quantum computing, which leverages principles of quantum mechanics, could benefit from the mathematical tools and insights of superstring theory to enhance computational capabilities and solve complex problems more efficiently.
Richard Feynman stated once that "if you think you understand quantum mechanics then you don't understand quantum mechanics". However it is possible to learn how to write and solve the equations of quantum mechanics to get answers that can be verified experimentally.
The behavior of electrons around a nucleus is explained by quantum mechanics. It is also described in complete detail by the Schrodinger Equation (which, however, is ridiculously difficult to solve).
actually einstein developed one of the earliest parts of quantum mechanics: the theory of the photoelectric effect. he worked directly with many of the scientists that later developed the complete theory of quantum mechanics and the mathematics to solve its apparent paradoxes to get usable predictions from the theory. later he rejected it due to it being nondeterministic, not because he didn't understand quantum mechanics but because he did understand quantum mechanics. he then tried to combine quantum mechanics and general relativity, hoping the resulting unified field theory would resolve the nondeterminism of quantum mechanics, resulting in a single fully deterministic theory of everything.
Yes, gravity is still not fully understood. One theory still being researched is the existence of a particle called the graviton which could be the cause of gravitational attraction between bodies. The sole hold-out in the Grand Unification Theory is Gravity. Einstein tried to solve it and failed.
The two problems that Einstein couldn't solve were the unification of general relativity and quantum mechanics, a theory of everything, and a consistent unified field theory. These are complex issues that remain unsolved in the realm of theoretical physics.
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A quantum computer uses quantum bits, or qubits, which can exist in multiple states at the same time. This allows quantum computers to perform complex calculations much faster than traditional computers. Quantum computers are able to solve certain problems that are practically impossible for traditional computers to solve efficiently, due to their ability to process information in parallel and leverage quantum phenomena such as superposition and entanglement.
For most of the end of his life, Albert Einstein was trying to create a 'Theory of Everything' that would combine and explain all of physical phenomena. The theory would have to combine all of the fields of physics (example: Electricity and magnetism were previously combined into electromagnetism) and the four forces, Electromagnetism, Gravity, the nuclear Weak force and nuclear Strong force. Once completed, the theory would totally explain all of physics, but he was never able to complete it, partly due to the fact he disregarded Quantum Physics as 'true science'. Today, theoretical scientists use huge particle accelerators to gain information that could lead to a theory of everything. the current leader for a possible theory is 'string theory' and/or 'M-theory'. Unfortunately, there are currently 10^500 different ways it could work, so physicists are still working on it.
Yes, any scientific theory can and will be rejected if evidence contradicts it, but it in this case it probably wouldn't be thrown out. After all, we didn't just throw out Newtonian mechanics when Einstein came up with relativity, or even when quantum theory emerged. Why not? Well both relativity and quantum theory contain Newtonian theory as an approximation. In fact, Newtonian theory for many purposes is an extremely good approximation. It is also much simpler to solve practical problems with, and so it is kept rather than just rejected. It is always understood under which circumstances Newton cannot be used, and which it is preferable to use Newton.
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Calculus.