-
photon antibunching[clarification needed], is
given by g ( 2 ) ( 0 ) < 1 {\displaystyle g^{(2)}(0)<1} . We can
equivalently express antibunching by Q <...
- separations. This
effect is
referred to as
antibunching of fermions. The
above treatment also
explains photon antibunching: if the
source consists of a single...
-
intensity correlation function equal to one (no
antibunching). For many
applications however,
antibunching is required, for
instance in
quantum cryptography...
-
nonclassical light source that
emits photons one by one and thus
shows photon antibunching. The
emission of
single photons can be
proven by
measuring the second...
-
quantum noise correlations to
observe Hanbury-Brown and
Twiss bunching and
antibunching for
bosonic and
fermionic atoms (simultaneously with the
group of Alain...
- 1103/PhysRevLett.82.3544 Kimble, H. J.; Dagenais, M.; Mandel, L. (1977). "Photon
Antibunching in
Resonance Fluorescence".
Physical Review Letters 39 (11): 691–695...
-
effect has been
identified in experiments.
Degree of
coherence Photon antibunching Photon bunching C. K. Hong; Z. Y. Ou & L.
Mandel (1987). "Measurement...
-
distribution is also sub-Poissonian. Zou, X.; Mandel, L. (1990). "Photon-
antibunching and sub-Poissonian
photon statistics".
Physical Review A. 41 (1): 475–476...
- ) ( τ ) = 1 {\displaystyle g^{(2)}(\tau )=1} . In the case of
photon antibunching, for τ = 0 {\displaystyle \tau =0} we have g ( 2 ) ( 0 ) = 0 {\displaystyle...
-
narrow sub-Poissonian size
distributions [27] in
systems with
nucleation antibunching [28], and
derived analytical asymptotes for
their time-independent shapes...
