It is an empirical question whether photons always obey Bose-Einstein statistics, but devising and interpreting experimental tests of photon statistics can be a challenge. The nonrelativistic cross section for Compton scattering illustrates how a small admixture ν of wrong-sign statistics leads to a loss of gauge invariance; there is a large anomalous amplitude for scattering timelike photons. Nevertheless, one can interpret the observed transparency of the solar wind plasma at low frequencies as a bound ν\u3c10−25 if Lorentz symmetry is required. If there is instead a universal preferred frame, the bound is ν\u3c10−14, still strong compared with previous results
Two types of Einstein-Podolsky-Rosen experiments were demonstrated recently in our laboratory. It is...
It is often asserted that quantum effects can be observed in coincidence detection rates or other co...
We present a quantum information theoretic version of the Klein-Nishina formula. This formulation si...
It is an empirical question whether photons always obey Bose-Einstein statistics, but devising and i...
Faculty advisers: Gregory Pawloski and Kurt WickWe demonstrated the existence of single photon by co...
We suggest that Bose statistics for photons can be tested by looking for decays of spin-1 bosons int...
Atomic two-photon J = 0 ↔ J′ = 1 transitions are forbidden for photons of the same energy. This sele...
The Thomson and Klein-Nishina equations for obtaining the differential cross section by Compton scat...
We propose a high precision satellite experiment to further test Einstein's General Relativity and c...
Arthur Holly Compton, as a result of his own research and confidence in the validity of classical el...
Recent developments in the field of Two Photon Physics at LEP, and their contribution to QCD are rev...
Elastic scattering of two real photons is the most elusive of the fundamentally new processes predic...
Starting from the data gathering and analysis procedures used in Einstein-Podoisky-Rosen-Bohm experi...
Whenever you look at yourself in a mirror or observe the refraction of light by glass or water, you ...
Compton scattering is one of the cornerstones of quantum physics, describing the fundamental interac...
Two types of Einstein-Podolsky-Rosen experiments were demonstrated recently in our laboratory. It is...
It is often asserted that quantum effects can be observed in coincidence detection rates or other co...
We present a quantum information theoretic version of the Klein-Nishina formula. This formulation si...
It is an empirical question whether photons always obey Bose-Einstein statistics, but devising and i...
Faculty advisers: Gregory Pawloski and Kurt WickWe demonstrated the existence of single photon by co...
We suggest that Bose statistics for photons can be tested by looking for decays of spin-1 bosons int...
Atomic two-photon J = 0 ↔ J′ = 1 transitions are forbidden for photons of the same energy. This sele...
The Thomson and Klein-Nishina equations for obtaining the differential cross section by Compton scat...
We propose a high precision satellite experiment to further test Einstein's General Relativity and c...
Arthur Holly Compton, as a result of his own research and confidence in the validity of classical el...
Recent developments in the field of Two Photon Physics at LEP, and their contribution to QCD are rev...
Elastic scattering of two real photons is the most elusive of the fundamentally new processes predic...
Starting from the data gathering and analysis procedures used in Einstein-Podoisky-Rosen-Bohm experi...
Whenever you look at yourself in a mirror or observe the refraction of light by glass or water, you ...
Compton scattering is one of the cornerstones of quantum physics, describing the fundamental interac...
Two types of Einstein-Podolsky-Rosen experiments were demonstrated recently in our laboratory. It is...
It is often asserted that quantum effects can be observed in coincidence detection rates or other co...
We present a quantum information theoretic version of the Klein-Nishina formula. This formulation si...