Introduction to Quantum Computation THE JOY OF ENTANGLEMENT
... mechanics is incomplete, as EPR claimed. These hidden variables are local because their local interaction with a measuring device determines the measurement result. To be explicit, let us assume that the particles reach Alice and Bob with prepared answers to the questions that Alice and Bob ask. The ...
... mechanics is incomplete, as EPR claimed. These hidden variables are local because their local interaction with a measuring device determines the measurement result. To be explicit, let us assume that the particles reach Alice and Bob with prepared answers to the questions that Alice and Bob ask. The ...
Th tical lifetime eore Positronium: A
... the Klein-Gordon equation (which was the first relativistic wave equation) . The KGequation is covered mostly for the purpose of facilitating the discussion of Dirac's equation. We will therefore familiarize ourselves with the relativistic wave equation and its solutions by studying the KG equation. ...
... the Klein-Gordon equation (which was the first relativistic wave equation) . The KGequation is covered mostly for the purpose of facilitating the discussion of Dirac's equation. We will therefore familiarize ourselves with the relativistic wave equation and its solutions by studying the KG equation. ...
- Philsci
... partition according to the measurements’ outcomes, in such a way that by the end of stage 4 their spins get correlated to their positions. The coupling between the spin and position is brought about by ‘opening’ the boxes and sending the particles either to the right, if the z-spin is up, or to the ...
... partition according to the measurements’ outcomes, in such a way that by the end of stage 4 their spins get correlated to their positions. The coupling between the spin and position is brought about by ‘opening’ the boxes and sending the particles either to the right, if the z-spin is up, or to the ...
Paper
... quantum statistics and interactions profoundly change their properties. For example, they can even undergo a phase transition to a remarkable state of matter called a superfluid, which has no resistance to flow. Ultracold gases provide a valuable tool with which to study condensed-matter phenomena b ...
... quantum statistics and interactions profoundly change their properties. For example, they can even undergo a phase transition to a remarkable state of matter called a superfluid, which has no resistance to flow. Ultracold gases provide a valuable tool with which to study condensed-matter phenomena b ...
A Theoretical Study of Atomic Trimers in the Critical Stability Region
... ; it is a sum of three pairwise long-range Coulomb potentials. In molecular or nuclear (three-body) systems, we do not know the potential exactly 3 . Here the three particles are complex, i.e. composed of other particles. This means that the total potential of the (three-body) system can no longer b ...
... ; it is a sum of three pairwise long-range Coulomb potentials. In molecular or nuclear (three-body) systems, we do not know the potential exactly 3 . Here the three particles are complex, i.e. composed of other particles. This means that the total potential of the (three-body) system can no longer b ...
Black Hole Entropy: From Shannon to Bekenstein
... where in a very general context, pk denotes the probability of the system being in k-th state. For the particle entropy, it is numerically equal to maximum entropy ln 2 if the chances of the particle existing or not are both equal to 1/2. Hence it was not clear if the Shannon formula was capable of ...
... where in a very general context, pk denotes the probability of the system being in k-th state. For the particle entropy, it is numerically equal to maximum entropy ln 2 if the chances of the particle existing or not are both equal to 1/2. Hence it was not clear if the Shannon formula was capable of ...
