On the conundrum of deriving exact solutions from approximate
... of this expansion and the one in Eq. (11) for the quantum master equation is that the latter contains time-ordered cumulants. For a Gaussian P-function, all cumulants of bk and bk beyond second-order vanish [54]. Since fmn(t) is linear in these variables, the same is true for the cumulants in Eq. ( ...
... of this expansion and the one in Eq. (11) for the quantum master equation is that the latter contains time-ordered cumulants. For a Gaussian P-function, all cumulants of bk and bk beyond second-order vanish [54]. Since fmn(t) is linear in these variables, the same is true for the cumulants in Eq. ( ...
Quantized conductance for neutral matter
... be quantized for a 0.1% mixture passing through 10 nm diameter pores at longer coherence lengths29,to2007" observe a clear signature of would depend on the energetics of atoms confined in the !Submitted October temperatures below 25 mK. The phenomenon should be observable in a filter dynamical Bloch ...
... be quantized for a 0.1% mixture passing through 10 nm diameter pores at longer coherence lengths29,to2007" observe a clear signature of would depend on the energetics of atoms confined in the !Submitted October temperatures below 25 mK. The phenomenon should be observable in a filter dynamical Bloch ...
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... the Wineland sense. But this does not mean that all states with no Wineland squeezing are of fully separable form In particular, there can be entangled states with ...
... the Wineland sense. But this does not mean that all states with no Wineland squeezing are of fully separable form In particular, there can be entangled states with ...
univERsity oF copEnhAGEn
... propagating between two lattice points are link-paths connecting the two points and the action used is the length of the path, i.e. the number of links of the path multiplied with the link length a . This a is the UV cutoff of the path integral. The lattice regularization works nicely and the limi ...
... propagating between two lattice points are link-paths connecting the two points and the action used is the length of the path, i.e. the number of links of the path multiplied with the link length a . This a is the UV cutoff of the path integral. The lattice regularization works nicely and the limi ...
Chapter 2 Challenging the Boundaries between Classical and
... to be in agreement with the theoretical values. The results did not provide an unambiguous arbitration concerning the two possible theoretical mechanisms (mechanical or quantum) causing the proper frequency of optical dispersion, for the empirical value was consistent with both. However, since the m ...
... to be in agreement with the theoretical values. The results did not provide an unambiguous arbitration concerning the two possible theoretical mechanisms (mechanical or quantum) causing the proper frequency of optical dispersion, for the empirical value was consistent with both. However, since the m ...