Quantum nature of laser light
... Mølmer's conjecture with its immediate ramifications, for example that squeezed light as presently generated is also a myth, has certainly not been universally accepted and has been argued against [8-10]. Most physicists still prefer to accept that lasers produce coherent states. The issue was reviv ...
... Mølmer's conjecture with its immediate ramifications, for example that squeezed light as presently generated is also a myth, has certainly not been universally accepted and has been argued against [8-10]. Most physicists still prefer to accept that lasers produce coherent states. The issue was reviv ...
![arXiv:1705.06742v1 [cond-mat.quant-gas] 18](http://s1.studyres.com/store/data/015536624_1-695304017ec91e58c90e68ba3242255c-300x300.png)
arXiv:1705.06742v1 [cond-mat.quant-gas] 18
... magnetic system. We focus on the physics deep in the Mott phase of one-dimensional spin-1 bosons in the presence of SOC with an odd-integer filling, where charge excitations are gapped out, and the effective Hamiltonian is purely magnetic (i.e. we can deal with just spins). As we have already pointe ...
... magnetic system. We focus on the physics deep in the Mott phase of one-dimensional spin-1 bosons in the presence of SOC with an odd-integer filling, where charge excitations are gapped out, and the effective Hamiltonian is purely magnetic (i.e. we can deal with just spins). As we have already pointe ...
Condensed Matter Physics as a Laboratory for Gravitation and
... The geometric language of General Relativity is not normally related to Condensed Matter (CM) Physics since it is the electromagnetic and not the gravitational interaction that dominates the physics of CM systems. What points in common would then CMP have with Cosmology and the dynamics of objects i ...
... The geometric language of General Relativity is not normally related to Condensed Matter (CM) Physics since it is the electromagnetic and not the gravitational interaction that dominates the physics of CM systems. What points in common would then CMP have with Cosmology and the dynamics of objects i ...
School of Physics - The University of Sydney
... sporting or cultural commitments (representing the University, state or country), or Australian Defence Force commitments (e.g. Army Reserve) - you should notify the Faculty of Science Student Information Office (level 2 of the Carslaw building) at least 7 days BEFORE the period for which considerat ...
... sporting or cultural commitments (representing the University, state or country), or Australian Defence Force commitments (e.g. Army Reserve) - you should notify the Faculty of Science Student Information Office (level 2 of the Carslaw building) at least 7 days BEFORE the period for which considerat ...
Scientific Report 2015 - 2016 - PCS
... bands and compact localized states under the impact of disorder, external fields, few- and many-body interactions, both on a quantum as well as on a classical (nonlinear) level. Second, we study various aspects of geometric frustration. We study how structural and bond disorder lead to an ordered st ...
... bands and compact localized states under the impact of disorder, external fields, few- and many-body interactions, both on a quantum as well as on a classical (nonlinear) level. Second, we study various aspects of geometric frustration. We study how structural and bond disorder lead to an ordered st ...
Elementary Quantum Mechanics
... form new solutions of (1.2.4) by the superposition of harmonic waves having the proper relation between ω and k. In order to derive the wave equation for our beam of particles, we shall proceed in the opposite manner. From the demand for correspondence with the Newtonian mechanics we shall first fin ...
... form new solutions of (1.2.4) by the superposition of harmonic waves having the proper relation between ω and k. In order to derive the wave equation for our beam of particles, we shall proceed in the opposite manner. From the demand for correspondence with the Newtonian mechanics we shall first fin ...
The solution of the “constant term problem” and the ζ
... formula, to the classical length spectrum of the classical periodic orbits, i.e. the non-spectral part of the trace formula, including periodic orbits with period zero, i.e. fixed points. In particular the Selberg and the Gutzwiller trace formula don’t involve in their non-spectral parts any quantit ...
... formula, to the classical length spectrum of the classical periodic orbits, i.e. the non-spectral part of the trace formula, including periodic orbits with period zero, i.e. fixed points. In particular the Selberg and the Gutzwiller trace formula don’t involve in their non-spectral parts any quantit ...
Physics at the FQMT`11 conference
... effects in quantum systems far from equilibrium. Recently, we are witnessing growing interest in improvements and use of methods such as time-dependent density functional theory, dynamical mean-field theory and density matrix ...
... effects in quantum systems far from equilibrium. Recently, we are witnessing growing interest in improvements and use of methods such as time-dependent density functional theory, dynamical mean-field theory and density matrix ...
Gravity as the breakdown of conformal invariance
... small length scale (possibly the Planck length), and γ is a parameter allowed to take integer values. It is well established [6, 7] that for γ = 2 there is running of the (spectral) dimension of spacetime from the standard value of 4 in the infrared to the reduced value of 2 in the ultraviolet. As s ...
... small length scale (possibly the Planck length), and γ is a parameter allowed to take integer values. It is well established [6, 7] that for γ = 2 there is running of the (spectral) dimension of spacetime from the standard value of 4 in the infrared to the reduced value of 2 in the ultraviolet. As s ...
String Theory as a Theory of Quantum Gravity
... are not the same thing (observed geometry depends on whether it is probed by particles, string, branes). Examples: orbifold singularities. Perturbatively and non-perturbatively, space-time geometry and diffeomorphism invariance are emergent semi-classical phenomena. Perturbative and non-perturbative ...
... are not the same thing (observed geometry depends on whether it is probed by particles, string, branes). Examples: orbifold singularities. Perturbatively and non-perturbatively, space-time geometry and diffeomorphism invariance are emergent semi-classical phenomena. Perturbative and non-perturbative ...