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One neat trick is to create qubits, the quantum equivalent of the 0s and 1s on which digital information is based.
To crudely analogize: It's the quantum equivalent of using a butane lighter instead of rubbing sticks to start a fire.
Qubit — whose name comes from "quantum bit", the quantum equivalent of a binary bit — has already made some significant headway outside of its original singular focus of e-commerce, Cooke added.
Put in simple terms, with a classical computer, a bit can only exist in a binary state of on or off, whereas with quantum programs a qubit (the quantum equivalent of a bit) can exist in multiple states at the same time.
This corresponds to the quantum equivalent of motional narrowing.
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This is one of a range of competing approaches to making qubits, the quantum computing equivalent of today's transistors.
Now, physicists have produced the quantum mechanical equivalent by forcing several tiny whirlpools of current in a superconductor to merge into a single "giant vortex".
One expects that the quantum mechanical equivalent is that (-tfrac{d^2}+V x2}+V(x)) is esa if and only if (int _{c}^{infty } tfrac{dx}{sqrt{-V x)}{sqrt{-V x.
This void is the quantum gravity equivalent of the quantum vacuum in quantum field theory.
Not disturbing it is the quantum-mechanical equivalent of not really looking.
Now, Alexey Ponomarev, Peter Hänggi, and colleagues at the University of Augsburg, Germany, have devised the quantum-mechanical equivalent of such a motor.
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