Quantum gauge theory simulation with ultracold atoms
... The study of ultracold atoms constitutes one of the hottest areas of atomic, molecular, and optical physics and quantum optics. The experimental and theoretical achievements in the last three decades in the control and manipulation of quantum matter at macroscopic scales lead to the so called third ...
... The study of ultracold atoms constitutes one of the hottest areas of atomic, molecular, and optical physics and quantum optics. The experimental and theoretical achievements in the last three decades in the control and manipulation of quantum matter at macroscopic scales lead to the so called third ...
J. Phys. Chem. B 106, 8271, 2002
... throughout the whole propagation time. The reinitialization time slice interval τ ) 3.0 au. Full quantum mechanical results were obtained using the fast Fourier transform method58 with an extended grid of 256 points in both the r and R Jacobi coordinates (i.e., a total of 65 536 grid points), define ...
... throughout the whole propagation time. The reinitialization time slice interval τ ) 3.0 au. Full quantum mechanical results were obtained using the fast Fourier transform method58 with an extended grid of 256 points in both the r and R Jacobi coordinates (i.e., a total of 65 536 grid points), define ...
Two-resonator circuit quantum electrodynamics: Dissipative theory
... Qx = x⬘ = cos x + sin z , Qz = z⬘ = cos z − sin x . ...
... Qx = x⬘ = cos x + sin z , Qz = z⬘ = cos z − sin x . ...
Quantum Mechanics for Pedestrians 1: Fundamentals
... others an introduction to atomic physics: relevant phenomena, experiments and simple calculations should therefore be familiar to them. Nevertheless, experience has shown that at the start of the lectures, some students do not have enough substantial and available knowledge at their disposal. This a ...
... others an introduction to atomic physics: relevant phenomena, experiments and simple calculations should therefore be familiar to them. Nevertheless, experience has shown that at the start of the lectures, some students do not have enough substantial and available knowledge at their disposal. This a ...
The noncommutative geometry of the quantum Hall effect
... will only give some insight and a short review of works that we feel relevant in view of a mathematically complete description of the FQHE. This rest of the article is organized as follows. In Sec. II we give the conventional explanations of the IQHE. In particular, we discuss the Laughlin argument, ...
... will only give some insight and a short review of works that we feel relevant in view of a mathematically complete description of the FQHE. This rest of the article is organized as follows. In Sec. II we give the conventional explanations of the IQHE. In particular, we discuss the Laughlin argument, ...
Phase transition in gauge theories, monopoles and the Multiple
... implemented to the Standard Model (SM), Family replicated gauge group model (FRGGM) and phase transitions in gauge theories with/without monopoles. Using renormalization group equations for the SM, the effective potential in the two–loop approximation is investigated, and the existence of its postul ...
... implemented to the Standard Model (SM), Family replicated gauge group model (FRGGM) and phase transitions in gauge theories with/without monopoles. Using renormalization group equations for the SM, the effective potential in the two–loop approximation is investigated, and the existence of its postul ...
Why CMB physics?
... (to base 10) of the emitted energy density is reported in units of ρcrit (see Eq. (1.6)). The logarithm of energy of the photons is instead reported on the horizontal axis. The wavelength scale is inserted at the top of the plot. The cosmic ray spectrum is included for comparison and in the same uni ...
... (to base 10) of the emitted energy density is reported in units of ρcrit (see Eq. (1.6)). The logarithm of energy of the photons is instead reported on the horizontal axis. The wavelength scale is inserted at the top of the plot. The cosmic ray spectrum is included for comparison and in the same uni ...
Dynamics of spherical particles on a surface: Collision
... We approach this problem in several steps. After the introduction of the problem, we first consider a particle rolling without sliding, with a vanishing coefficient of rolling friction, m r . Next we present the generalization that allows for nonzero m r , as well as for the possibility of sliding. ...
... We approach this problem in several steps. After the introduction of the problem, we first consider a particle rolling without sliding, with a vanishing coefficient of rolling friction, m r . Next we present the generalization that allows for nonzero m r , as well as for the possibility of sliding. ...
1 Engineering Entanglement: Quantum Computation, Quantum
... state that can be expressed by a wave function. Prepare the two particles at a particular quantum state1 (the “EPR” or “entangled” state) so that they correlate perfectly with each other. For the EPR state, it can be shown that when one makes a momentum measurement at particle 1 and obtains the resu ...
... state that can be expressed by a wave function. Prepare the two particles at a particular quantum state1 (the “EPR” or “entangled” state) so that they correlate perfectly with each other. For the EPR state, it can be shown that when one makes a momentum measurement at particle 1 and obtains the resu ...
