Implications of the two nodal domains conjecture for ground state
... domain property holds even for the ground state of 2D spinunpolarized fermions in a closed-shell singlet state of arbitrary size. The validity of the conjecture has been shown also for spin-polarized closed-shell ground states of noninteracting fermions and for spin-polarized atomic states with seve ...
... domain property holds even for the ground state of 2D spinunpolarized fermions in a closed-shell singlet state of arbitrary size. The validity of the conjecture has been shown also for spin-polarized closed-shell ground states of noninteracting fermions and for spin-polarized atomic states with seve ...
Infinitely Disordered Critical Behavior in Higher Dimensional
... results for the one dimensional RTIM [20,21]. As the most important finding, the critical point is described by an infinite disorder fixed point (IDFP), in which the strength of disorder grows without limits during renormalization [22], thus becomes dominant over quantum fluctuations. The fixed poin ...
... results for the one dimensional RTIM [20,21]. As the most important finding, the critical point is described by an infinite disorder fixed point (IDFP), in which the strength of disorder grows without limits during renormalization [22], thus becomes dominant over quantum fluctuations. The fixed poin ...
Quantum Scattering Theory and Applications
... L.D. Landau, Quantum Mechanics (1977) This so-called \dierential cross-section," the probability that a particle is scattered through a given angle, is the very beginning of any treatment of scattering, whether classical or quantum mechanical. However, the cross-section is not the part of scatterin ...
... L.D. Landau, Quantum Mechanics (1977) This so-called \dierential cross-section," the probability that a particle is scattered through a given angle, is the very beginning of any treatment of scattering, whether classical or quantum mechanical. However, the cross-section is not the part of scatterin ...
Problems in Number Theory related to Mathematical Physics
... The total number of primes is infinite (as mentioned above) and this fact has been known since ancient times and is attributed to Euclid. The proof is quite simple and we will give the reasoning: The idea is to prove the statement by contradiction. This means that instead of trying to prove directly ...
... The total number of primes is infinite (as mentioned above) and this fact has been known since ancient times and is attributed to Euclid. The proof is quite simple and we will give the reasoning: The idea is to prove the statement by contradiction. This means that instead of trying to prove directly ...
Ultracold atoms in optical lattices generated by quantized light fields
... the basis of our further considerations. It is, however, still much too complex for a general solution and we will have to make further simplifying assumptions. Hence at this point we will restrict ourselves to 1D motion along the cavity axis. In an experimental setup this could be actually realized ...
... the basis of our further considerations. It is, however, still much too complex for a general solution and we will have to make further simplifying assumptions. Hence at this point we will restrict ourselves to 1D motion along the cavity axis. In an experimental setup this could be actually realized ...
Gravity in lower dimensions
... V (y)e U (z) dz dy and guarantees well-defined variational principle δI = 0 Interesting option: couple 2D dilaton gravity to matter ...
... V (y)e U (z) dz dy and guarantees well-defined variational principle δI = 0 Interesting option: couple 2D dilaton gravity to matter ...
Semiclassical Green`s functions and an instanton formulation of
... presented in Ref. 40. This was derived to recover Marcus theory in both the normal and inverted regimes using an instanton to describe the dynamics of the transferred electron, while treating the environment classically. It has become common to define thermal reaction rates using time correlation fu ...
... presented in Ref. 40. This was derived to recover Marcus theory in both the normal and inverted regimes using an instanton to describe the dynamics of the transferred electron, while treating the environment classically. It has become common to define thermal reaction rates using time correlation fu ...
Applications of Resolutions of the Coulomb Operator in Quantum
... The birth of quantum mechanics dates back to early 19th century. Classical or Newtonian mechanics failed to explain a number of experiments, for example, blackbody radiation, gas discharge tube and cathode ray. Attempts to explain these experiments led to the discovery of a new concept of physics wh ...
... The birth of quantum mechanics dates back to early 19th century. Classical or Newtonian mechanics failed to explain a number of experiments, for example, blackbody radiation, gas discharge tube and cathode ray. Attempts to explain these experiments led to the discovery of a new concept of physics wh ...
Cavity Induced Interfacing of Atoms and Light
... A. Kuhn (B) Clarendon Laboratory, University of Oxford, Parks Road, Oxford UX1 3PU, UK ...
... A. Kuhn (B) Clarendon Laboratory, University of Oxford, Parks Road, Oxford UX1 3PU, UK ...
Quantum Leap Gypsy Virtual Instrument Manual
... A round robin articulation is one in which several different samples are recorded with all parameters, such as volume, speed of attack, and so on, being essentially constant. The PLAY Engine then knows to alternate between the two or more samples during playback. The goal is to avoid what’s often ca ...
... A round robin articulation is one in which several different samples are recorded with all parameters, such as volume, speed of attack, and so on, being essentially constant. The PLAY Engine then knows to alternate between the two or more samples during playback. The goal is to avoid what’s often ca ...
manipulating single atoms - Quantum technologies
... observation of two-atom losses (arrows), which occur much more frequently than what can be expected if one assumes Poissonian-distributed, i.e., independent, one-atom losses [27]. The analysis of the occurrence of such two-atom losses reveals that their rate is proportional to N (N − 1), where N is ...
... observation of two-atom losses (arrows), which occur much more frequently than what can be expected if one assumes Poissonian-distributed, i.e., independent, one-atom losses [27]. The analysis of the occurrence of such two-atom losses reveals that their rate is proportional to N (N − 1), where N is ...
![arXiv:math/0601458v1 [math.QA] 19 Jan 2006](http://s1.studyres.com/store/data/016933886_1-4589dd82cd2aa488abf2eaccb6d6b836-300x300.png)
Fluctuations in Ideal and Interacting Bose
... In the early 1980s the Max-Planck-Society inherited the Ringberg castle located in the picturesque Bavarian mountains next to Lake Tegernsee. The MaxPlanck Institute for Quantum Optics was one of the first institutes that started using this facility as a retreat to review its progress in the various ...
... In the early 1980s the Max-Planck-Society inherited the Ringberg castle located in the picturesque Bavarian mountains next to Lake Tegernsee. The MaxPlanck Institute for Quantum Optics was one of the first institutes that started using this facility as a retreat to review its progress in the various ...
Quantum-state purity of heralded single photons produced from
... temporal wave function. To illustrate this, we work at ν t 0.1 and thus it can be treated as a nearly ideal heralding process. From Eq. (4), we obtain the temporal wave function of the heralded single photon: ...
... temporal wave function. To illustrate this, we work at ν t 0.1 and thus it can be treated as a nearly ideal heralding process. From Eq. (4), we obtain the temporal wave function of the heralded single photon: ...
Local Equilibrium States in Quantum Field Theory in Curved
... In the description of macroscopic physical systems, one often nds the term local temperature, meaning that there is a spacetime dependent parameter that somehow takes the rôle of temperature in systems which are not everywhere and at any time (i.e. globally) in equilibrium. However, it is only fo ...
... In the description of macroscopic physical systems, one often nds the term local temperature, meaning that there is a spacetime dependent parameter that somehow takes the rôle of temperature in systems which are not everywhere and at any time (i.e. globally) in equilibrium. However, it is only fo ...
