Quantum control of a model qubit based on a multi - FaMAF
... quantum dots can be designed to selectively modulate the spatial extent of the electronic density of its eigenstates.26,27 This feature, together with the dipole selection rule, permits, as we will show, the design of a quantum dot with two states that can be switched robust and efficiently, using o ...
... quantum dots can be designed to selectively modulate the spatial extent of the electronic density of its eigenstates.26,27 This feature, together with the dipole selection rule, permits, as we will show, the design of a quantum dot with two states that can be switched robust and efficiently, using o ...
Universally valid reformulation of the Heisenberg uncertainty
... on every input state , where E A (⌬) stands for the spectral projection of A corresponding to interval ⌬. Otherwise, we consider apparatus A to measure observable A with some noise. In order to evaluate the noise, we need to describe the measuring process. The measuring interaction is supposed to ...
... on every input state , where E A (⌬) stands for the spectral projection of A corresponding to interval ⌬. Otherwise, we consider apparatus A to measure observable A with some noise. In order to evaluate the noise, we need to describe the measuring process. The measuring interaction is supposed to ...
Particle Statistics Affects Quantum Decay and Fano Interference
... (a quantum wire), each with energy ϵ ¼ 0 [see Figs. 1(a) and 1(b)]. Thus, states j1i and j2i can decay by tunnelling to the common continuum given by the tight-binding lattice band of the quantum wire. The energy of the band spans the interval −2κ < E < 2κ, κ being the hopping rate between two adjac ...
... (a quantum wire), each with energy ϵ ¼ 0 [see Figs. 1(a) and 1(b)]. Thus, states j1i and j2i can decay by tunnelling to the common continuum given by the tight-binding lattice band of the quantum wire. The energy of the band spans the interval −2κ < E < 2κ, κ being the hopping rate between two adjac ...
A Quantum Version of The Spectral Decomposition Theorem of
... as mentioned in [2], the study of chaos based on QEH takes into account that classical limit may not exhibit chaotic behavior which would be a threat to Correspondence Principle (CP). In paper [25] we discuss and give an alternative way to study chaos in quantum systems based on fundamental grainine ...
... as mentioned in [2], the study of chaos based on QEH takes into account that classical limit may not exhibit chaotic behavior which would be a threat to Correspondence Principle (CP). In paper [25] we discuss and give an alternative way to study chaos in quantum systems based on fundamental grainine ...
A REPORT ON QUANTUM COMPUTING
... But actually we need the whole superposition to get the time evolution right. The system really is in some sense in all the classical-like states at once! If the superposition can be protected from unwanted entanglement with its environment (known as decoherence), a quantum computer can output resul ...
... But actually we need the whole superposition to get the time evolution right. The system really is in some sense in all the classical-like states at once! If the superposition can be protected from unwanted entanglement with its environment (known as decoherence), a quantum computer can output resul ...
High-order impulse approximation for calculating pulsed-field recombination F. Robicheaux
... In the exponentials in Eq. ~2!, p z is the momentum operator in the z direction (2i ] / ] z) and z is the position in the z direction. There is a physical interpretation to each of the exponentials in Eq. ~2!. The exponential with the Dp z gives the change in the momentum due to the impulse from the ...
... In the exponentials in Eq. ~2!, p z is the momentum operator in the z direction (2i ] / ] z) and z is the position in the z direction. There is a physical interpretation to each of the exponentials in Eq. ~2!. The exponential with the Dp z gives the change in the momentum due to the impulse from the ...
Pattern Formation in the Fractional Quantum Hall Effect
... Kelvin has been identified for these quantum phases. Besides, there exists a macroscopic description of quantum phases in terms of some local order parameter φ which is a spatially varying function minimizing a free-energy functional. Such a Ginzburg-Landau approach has been developed for the FQHE a ...
... Kelvin has been identified for these quantum phases. Besides, there exists a macroscopic description of quantum phases in terms of some local order parameter φ which is a spatially varying function minimizing a free-energy functional. Such a Ginzburg-Landau approach has been developed for the FQHE a ...
