Titles and Abstracts
... Title: Mutually unbiased bases in composite dimensions Abstract: Two orthonormal bases of a d-dimensional Hilbert space are called mutually unbiased (MU) if the d^2 transition probabilities from any state of one basis to any state of the other basis coincide (cf. [1] for a recent review). This prope ...
... Title: Mutually unbiased bases in composite dimensions Abstract: Two orthonormal bases of a d-dimensional Hilbert space are called mutually unbiased (MU) if the d^2 transition probabilities from any state of one basis to any state of the other basis coincide (cf. [1] for a recent review). This prope ...
Louis de Broglie, the Father of Wave Mechanics
... out, but the Copenhagen interpretation is by far the dominant ...
... out, but the Copenhagen interpretation is by far the dominant ...
The Remarkable Bose
... we show that coherence is enhanced near fixed points of a classical analog system, including self-trapped fixed points but is supressed near separatrix • We do this by introducing “global phase space” (GPS) portraits of quantum observables including 1) the “condensate fraction”; and 2) entanglement ...
... we show that coherence is enhanced near fixed points of a classical analog system, including self-trapped fixed points but is supressed near separatrix • We do this by introducing “global phase space” (GPS) portraits of quantum observables including 1) the “condensate fraction”; and 2) entanglement ...
Understanding Quantum Theory
... of quantum theory can be derived from reasonable assumptions. Philip Goyal ...
... of quantum theory can be derived from reasonable assumptions. Philip Goyal ...
the einstein-podolsky-rosen paradox and the nature of reality
... positions and momenta. If the momentum of one of the particles is p then the momentum of the other is –p. Similarly, if the position of one of the particles is x, then the position of the other is x-x0. Such quantum correlations are called entanglement [8]. As we will see in the following discussion ...
... positions and momenta. If the momentum of one of the particles is p then the momentum of the other is –p. Similarly, if the position of one of the particles is x, then the position of the other is x-x0. Such quantum correlations are called entanglement [8]. As we will see in the following discussion ...
About possible extensions of quantum theory
... spacetime random variables whose values can be associated to precise spacetime points (t, r1 , r2 , r3 ). This important specification is useful to make fully precise the assumption that the two measurement procedures and the associated outcomes are space-like with respect to one another. At this po ...
... spacetime random variables whose values can be associated to precise spacetime points (t, r1 , r2 , r3 ). This important specification is useful to make fully precise the assumption that the two measurement procedures and the associated outcomes are space-like with respect to one another. At this po ...
arXiv:1501.01373v2 [physics.hist
... we have been told by our physics teachers, and we explained to our students, that quantum theories are fundamentally different from classical theories. No-one should dare to compare a simple computer model such as a cellular automaton based on the integers, with a fully quantized field theory. Yet h ...
... we have been told by our physics teachers, and we explained to our students, that quantum theories are fundamentally different from classical theories. No-one should dare to compare a simple computer model such as a cellular automaton based on the integers, with a fully quantized field theory. Yet h ...
