Properties of the radiation fields in negative binomial states are investigated. The density matrix of the field is related to the density matrix ρ<SUB>c</SUB> of the chaotic field via a<SUP>s</SUP>ρ<SUB>c</SUB>a°<SUP>s</SUP>. Various quasiprobability distributions and the thermofield representation for negative binomial states of the field are derived. The production of negative binomial distribution in a number of nonlinear processes is demonstrated
We study the spectral properties of Markovian driven-dissipative quantum systems, focusing on the no...
We examine the nonclassical properties of the pair coherent states defined as the simultaneous eigen...
We compare the predictions of the single-particle Dirac equation with quantum field theory for an el...
Properties of the radiation fields in negative binomial states are investigated. The density matrix ...
We study the nonclassical properties and algebraic characteristics of the negative binomial states i...
We show that the well-known binomial states and negative binomial states of the radiation field and ...
Statistical and artificial neural network models are applied to forecast the quantum scheme of a thr...
The symplectic, optical, and photon-number tomographic symbols of binomial states of the radiation f...
Texto completo: acesso restrito. p. 152–162We introduce new two-parameter states of the quantized ra...
The anti-grouping of photons, sub-Poisson statistics of photons, compressed states of an electromagn...
We introduce states defined by ‖α ,m〉 =α″m‖α〉 up to a normalization constant, where ‖a〉 is a coheren...
We formulate a quantum-statistical theory of the generation of the fields in a two-photon medium in ...
article n° 072103International audienceTo each hyperbolic Landau level of the Poincar\'e disc is att...
The geometric distribution leads to a Lévy process parameterized by the probability of success. The ...
By developing data augmentation methods unique to the negative binomial (NB) distribution, we unite ...
We study the spectral properties of Markovian driven-dissipative quantum systems, focusing on the no...
We examine the nonclassical properties of the pair coherent states defined as the simultaneous eigen...
We compare the predictions of the single-particle Dirac equation with quantum field theory for an el...
Properties of the radiation fields in negative binomial states are investigated. The density matrix ...
We study the nonclassical properties and algebraic characteristics of the negative binomial states i...
We show that the well-known binomial states and negative binomial states of the radiation field and ...
Statistical and artificial neural network models are applied to forecast the quantum scheme of a thr...
The symplectic, optical, and photon-number tomographic symbols of binomial states of the radiation f...
Texto completo: acesso restrito. p. 152–162We introduce new two-parameter states of the quantized ra...
The anti-grouping of photons, sub-Poisson statistics of photons, compressed states of an electromagn...
We introduce states defined by ‖α ,m〉 =α″m‖α〉 up to a normalization constant, where ‖a〉 is a coheren...
We formulate a quantum-statistical theory of the generation of the fields in a two-photon medium in ...
article n° 072103International audienceTo each hyperbolic Landau level of the Poincar\'e disc is att...
The geometric distribution leads to a Lévy process parameterized by the probability of success. The ...
By developing data augmentation methods unique to the negative binomial (NB) distribution, we unite ...
We study the spectral properties of Markovian driven-dissipative quantum systems, focusing on the no...
We examine the nonclassical properties of the pair coherent states defined as the simultaneous eigen...
We compare the predictions of the single-particle Dirac equation with quantum field theory for an el...