Wave function collapse
... entanglement” with an uncontrollable environment stays at the basis of the effect called →“decoherence” which is a specific quantum mechanical effect implying no further hypothesis. It is always present, independently of interpretations, of measurement models, etc and is well defined in each physica ...
... entanglement” with an uncontrollable environment stays at the basis of the effect called →“decoherence” which is a specific quantum mechanical effect implying no further hypothesis. It is always present, independently of interpretations, of measurement models, etc and is well defined in each physica ...
SCHRODINGER`S CAT-IN-THE-BOX WITH THE COPENHAGEN
... sphere of analysis of conceptual apparatus of physical theories. In physics, complementarity is a basic principle of quantum theory closely identified with the Copenhagen Interpretation, which says that quantum theory is about correlations in our experience about what will be observed under specifie ...
... sphere of analysis of conceptual apparatus of physical theories. In physics, complementarity is a basic principle of quantum theory closely identified with the Copenhagen Interpretation, which says that quantum theory is about correlations in our experience about what will be observed under specifie ...
slides - Frontiers of Fundamental Physics (FFP14)
... The Positivistic and the Realistic Trends in the Philosophy of Physics This idea [Laplacian determinism] is inhuman not only because it fixes an ideal that is impossible to attain, but because it excludes the observer from the system observed, because it separates the mind from the matter which it ...
... The Positivistic and the Realistic Trends in the Philosophy of Physics This idea [Laplacian determinism] is inhuman not only because it fixes an ideal that is impossible to attain, but because it excludes the observer from the system observed, because it separates the mind from the matter which it ...
10. Quantum Mechanics Part II
... “In the investigation of the configuration of the electrons in the atom we immediately meet with the difficulty that a ring, if only the strength of the central charge and the number of electrons in the ring are given, can rotate with an infinitely great number of different times of rotation (he mea ...
... “In the investigation of the configuration of the electrons in the atom we immediately meet with the difficulty that a ring, if only the strength of the central charge and the number of electrons in the ring are given, can rotate with an infinitely great number of different times of rotation (he mea ...
A translation of" A New Solution to the Measurement Problem of
... Just like the Schrodinger’s cat will not perceive itself in superposition of being alive and dead, if we admit the petites-perception of an electron, the following two states must be incompatible to it: State 1: the electron orbits a nucleus. State 2: the electron annihilates with a positron. As to ...
... Just like the Schrodinger’s cat will not perceive itself in superposition of being alive and dead, if we admit the petites-perception of an electron, the following two states must be incompatible to it: State 1: the electron orbits a nucleus. State 2: the electron annihilates with a positron. As to ...
quantum mechanics and real events - Heriot
... results of experiments done in physics laboratories, it has some features that are hard to make sense of if the theory is to be regarded as a theory of how the world as a whole works. The standard interpretation of quantum mechanics ...
... results of experiments done in physics laboratories, it has some features that are hard to make sense of if the theory is to be regarded as a theory of how the world as a whole works. The standard interpretation of quantum mechanics ...
Quantum Chaos and Quantum Information
... perform discrete Fourier transformation. This algorithm is at the heart of the most famous to-date application of quantum computing: Schor’s algorithm [16] for fast factorization of integers. This algorithm has an immense potential application in cryptography, and perhaps it is interesting to mentio ...
... perform discrete Fourier transformation. This algorithm is at the heart of the most famous to-date application of quantum computing: Schor’s algorithm [16] for fast factorization of integers. This algorithm has an immense potential application in cryptography, and perhaps it is interesting to mentio ...
The strange link between the human mind and quantum physics
... theory physicists use to describe the tiniest objects in the Universe. But he might as well have been talking about the equally knotty problem of consciousness. Some scientists think we already understand what consciousness is, or that it is a mere illusion. But many others feel we have not grasped ...
... theory physicists use to describe the tiniest objects in the Universe. But he might as well have been talking about the equally knotty problem of consciousness. Some scientists think we already understand what consciousness is, or that it is a mere illusion. But many others feel we have not grasped ...
Transport Electron through a Quantum Wire by Side-Attached Asymmetric Quantum-Dot Chains
... very controllable way - which are very interesting from nano-electronics applications point of view [1, 2]. In these systems, the samples dimensions are smaller than the coherence length characterizing the single electron wavefunction and the phase coherence implemented in this manner leads to inter ...
... very controllable way - which are very interesting from nano-electronics applications point of view [1, 2]. In these systems, the samples dimensions are smaller than the coherence length characterizing the single electron wavefunction and the phase coherence implemented in this manner leads to inter ...
Chapter 2 Quantum statistical mechanics from classical
... universe we know is four-dimensional, or ten-dimensional in superstring theory, or 11dimensional in M theory. Condensed matter physicists, whether they are studying quantum or classical physics, typically describe a system by the number of spatial dimensions, so that the universe we know is three-di ...
... universe we know is four-dimensional, or ten-dimensional in superstring theory, or 11dimensional in M theory. Condensed matter physicists, whether they are studying quantum or classical physics, typically describe a system by the number of spatial dimensions, so that the universe we know is three-di ...
