On coloring the rational quantum sphere
... Indeed, if instead of S 2 ∩ Q3 we would start with three non-orthogonal, non-collinear rational rays and generate new ones by the cross product, we would end up with all rational rays [12]. In the Birkhoff-von Neumann approach to quantum logics [7], this nonclosedness under elementary operations suc ...
... Indeed, if instead of S 2 ∩ Q3 we would start with three non-orthogonal, non-collinear rational rays and generate new ones by the cross product, we would end up with all rational rays [12]. In the Birkhoff-von Neumann approach to quantum logics [7], this nonclosedness under elementary operations suc ...
Quantum structures in general relativistic theories
... Abstract In this work we formulate quantum structures on an Einstein general relativistic background and present an existence and classification theorem. This approach follows the scheme of the Galilei general relativistic quantum mechanics, as formulated by Jadczyk and Modugno. The existence and cl ...
... Abstract In this work we formulate quantum structures on an Einstein general relativistic background and present an existence and classification theorem. This approach follows the scheme of the Galilei general relativistic quantum mechanics, as formulated by Jadczyk and Modugno. The existence and cl ...
Quantum Computers
... of microscopic systems, such as atoms, molecules, and photons This theory, which has been extensively tested by experiments, is probabilistic in nature. The outcomes of measurements on quantum systems are random. Between measurements, quantum systems evolve according to linear equations (the Schrödi ...
... of microscopic systems, such as atoms, molecules, and photons This theory, which has been extensively tested by experiments, is probabilistic in nature. The outcomes of measurements on quantum systems are random. Between measurements, quantum systems evolve according to linear equations (the Schrödi ...
Quantum Numbers
... here, s= +1/2 means "spin up" and s= -1/2 means "spin down." So that's it; those four quantum numbers completely describe an electron. I see how this fits in with Bob's visual picture of a "quantum state": ...
... here, s= +1/2 means "spin up" and s= -1/2 means "spin down." So that's it; those four quantum numbers completely describe an electron. I see how this fits in with Bob's visual picture of a "quantum state": ...
... this focus to the concepts of Nanotechnology, and in the possibilities of new materials with physical innovative properties and practical applications as, for example, the semiconductors. This focus is useful to approach the scientific knowledge in the matter to students that do not have a strong ed ...
