Experimental violation of Bell inequalities for multi
... quantum systems of arbitrarily high dimensionality. In addition to the fundamental interest for revealing fascinating aspects of quantum mechanics, Bell inequalities generalized to d-dimensional systems and their verified quantum nonlocality are also crucial for a variety of quantum information task ...
... quantum systems of arbitrarily high dimensionality. In addition to the fundamental interest for revealing fascinating aspects of quantum mechanics, Bell inequalities generalized to d-dimensional systems and their verified quantum nonlocality are also crucial for a variety of quantum information task ...
Document
... • To understand the nucleon spin structure quantitatively within CQM and to clarify the quark spin confusion further we developed a CQM with sea quark components, ...
... • To understand the nucleon spin structure quantitatively within CQM and to clarify the quark spin confusion further we developed a CQM with sea quark components, ...
the hydrogen atom in a uniform magnetic field - an example
... behave irregularly or chaotically. The fact that classical motion can be irregular has been known at least since the beginning of this century. However in recent years it has become increasingly clear that even seemingly simple systems with few degrees of freedom generally show chaotic behaviour, an ...
... behave irregularly or chaotically. The fact that classical motion can be irregular has been known at least since the beginning of this century. However in recent years it has become increasingly clear that even seemingly simple systems with few degrees of freedom generally show chaotic behaviour, an ...
ModPhys IV Lecture 3
... well or rigid box. (See Course II Lecture 4) The solutions are characterized by a single quantum number (n) in the 1-D case and by three numbers (nx, ny and nz) in 3-D. These quantum numbers arise from the imposition of boundary conditions on the solutions. We might expect that in the 3-D problem of ...
... well or rigid box. (See Course II Lecture 4) The solutions are characterized by a single quantum number (n) in the 1-D case and by three numbers (nx, ny and nz) in 3-D. These quantum numbers arise from the imposition of boundary conditions on the solutions. We might expect that in the 3-D problem of ...
Electron Ground States in a Few-Electron quantum Dot.
... case, it is necessary to apply a large Vsd to force electrons into the well and to obtain a current flow. Subsequently, all experiments then have to be performed far out of equilibrium, which limits the energy resolution. From these materials two-terminal [8] as well as three-terminal devices [9] ha ...
... case, it is necessary to apply a large Vsd to force electrons into the well and to obtain a current flow. Subsequently, all experiments then have to be performed far out of equilibrium, which limits the energy resolution. From these materials two-terminal [8] as well as three-terminal devices [9] ha ...
here
... Properties of Majorana Fermions Non-abelian statistics A system of 2N well separated Majoranas has a 2N degenerate ground state. Think of N independent of 1-D Kitaev chains Exchanging or “braiding” connects two different ground states What is nonabelian about them? “if one performs sequenti ...
... Properties of Majorana Fermions Non-abelian statistics A system of 2N well separated Majoranas has a 2N degenerate ground state. Think of N independent of 1-D Kitaev chains Exchanging or “braiding” connects two different ground states What is nonabelian about them? “if one performs sequenti ...
pdf - at www.arxiv.org.
... Since in these definitions quantum (ħ), electromagnetic (c) and gravitational (G) features appear, these scales are interpreted as the ones where a theory unifying quantum physics and general relativity (GR) would be indispensable for a description of the underlying processes, thus setting limits on ...
... Since in these definitions quantum (ħ), electromagnetic (c) and gravitational (G) features appear, these scales are interpreted as the ones where a theory unifying quantum physics and general relativity (GR) would be indispensable for a description of the underlying processes, thus setting limits on ...
Braid Topologies for Quantum Computation
... (TQC) [1, 2] offers a particularly elegant way to achieve this using quasiparticles which obey nonabelian statistics [3, 4]. These quasiparticles, which are expected to arise in a variety of two-dimensional quantum many-body systems [1, 4, 5, 6, 7, 8, 9, 10, 11], have the property that the usual pha ...
... (TQC) [1, 2] offers a particularly elegant way to achieve this using quasiparticles which obey nonabelian statistics [3, 4]. These quasiparticles, which are expected to arise in a variety of two-dimensional quantum many-body systems [1, 4, 5, 6, 7, 8, 9, 10, 11], have the property that the usual pha ...
The combination of de Broglie`s Harmony of the Phases and Mie`s
... setups. All references to an underlying physical reality in which particles and waves had a real existence, were carefully expelled from the theory [8]. This interpretation reflected the philosophical spirit dominating the scientific circles of the time, logical positivism in the line of Mach and th ...
... setups. All references to an underlying physical reality in which particles and waves had a real existence, were carefully expelled from the theory [8]. This interpretation reflected the philosophical spirit dominating the scientific circles of the time, logical positivism in the line of Mach and th ...
On the foundations of the theory of evolution
... of the possible outcomes with a certain probability and induces a state transition towards an eigenstate of the observed outcome. This indeterministic and non-continuous state transition due to interaction with the measurement context is essentially different from the ‘free evolution’ when no measur ...
... of the possible outcomes with a certain probability and induces a state transition towards an eigenstate of the observed outcome. This indeterministic and non-continuous state transition due to interaction with the measurement context is essentially different from the ‘free evolution’ when no measur ...
talk
... EPR experiment as proposed by Aharonov and Bohm The 2 electrons in the H2 molecule have antiparallel spin vectors. Molecule is split into 2 atoms by a method which does not affect the spin. Suppose this is a classical system. Then the 2 hydrogen atoms must have antiparallel spin vectors even at lar ...
... EPR experiment as proposed by Aharonov and Bohm The 2 electrons in the H2 molecule have antiparallel spin vectors. Molecule is split into 2 atoms by a method which does not affect the spin. Suppose this is a classical system. Then the 2 hydrogen atoms must have antiparallel spin vectors even at lar ...
Chapter 40
... electrons are incident on a double slit The slit widths are small compared to the electron wavelength An electron detector is positioned far from the slits at a distance much greater than the slit separation ...
... electrons are incident on a double slit The slit widths are small compared to the electron wavelength An electron detector is positioned far from the slits at a distance much greater than the slit separation ...
