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Mr. Jobs's genius wasn't, as even his fanboys admit, in the same quantum orbit as Einstein's.
The exclusion principle states that two fermions in the same system cannot be in the same quantum state.
The principal difference between them is that fermions of the same energy cannot exist in the same quantum state, whereas bosons can.
(A BEC is a clump of atoms that are all in the same quantum state and hence act as a single "super atom").
In particular, if we have a huge ensemble of systems each prepared in the same quantum state, the more the position is narrowed down, the less the velocity is, and vice versa.
In many of the baryon configurations constructed of quarks, sometimes two or even three identical quarks had to be set in the same quantum state an arrangement prohibited by the exclusion principle.
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The other is Bose-Einstein condensate, a state of matter in which many atoms settle into the same quantum state and merge into the equivalent of a large, single particle.
Given the choice, photons prefer to fall into the same quantum state, and this weird chumminess could someday drive ultrafast quantum computers in which individual photons race around optical circuits.
Being fermions, no two electrons can occupy the same quantum state, in accordance with the Pauli exclusion principle.
A tenet of quantum mechanics called the Pauli Exclusion Principle states that no two fermions (particles in a family that includes electrons) can occupy the same quantum state.
Three quantum numbers are needed to specify each orbital in an atom, the most important of these being the principal quantum number, n, the same quantum number that Bohr introduced.
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