We discuss oscillations of atmospheric and solar neutrinos into sterile neutrinos in the 2+2 scheme. A zero order sum rule requires equal probabilities for oscillation into νs and ντ in the solar+atmospheric data sample. Data does not favor this claim. Here we use scatter plots to assess corrections of the zero order sum rule when (i) the 4× 4 neutrino mixing matrix assumes its full range of al...

We discuss oscillations of atmospheric and solar neutrinos into sterile neutrinos in the 2+2 scheme. A zero order sum rule requires equal probabilities for oscillation into νs and ντ in the solar+atmospheric data sample. Data does not favor this claim. Here we use scatter plots to assess corrections of the zero order sum rule when (i) the 4× 4 neutrino mixing matrix assumes its full range of al...

We discuss oscillations of atmospheric and solar neutrinos into sterile neutrinos in the 2+2 scheme. A zero order sum rule requires equal probabilities for oscillation into νs and ντ in the solar+atmospheric data sample. Data does not favor this claim. Here we use scatter plots to assess corrections of the zero order sum rule when (i) the 4× 4 neutrino mixing matrix assumes its full range of al...

One of the major uncertainties in the understanding of Earth’s climate system is the interaction between solar radiation and aerosols in the atmosphere. Aerosols exposed to high humidity will change their chemical, physical, and optical properties due to their increased water content. To model hydrated aerosols, atmospheric chemistry and climate models often use the volume weighted mixing rule ...

the molecular weight distribution of 4 commercial isotactic polypropylene (ipp) samples was estimated using rheological data. the dynamic moduli data, obtained from rheological measurements in linear viscoelastic region was used for calculation of relaxation time spectrum, h(τ) and then shear relaxation modulus, g(t). finally, applying thimm kernel function and relaxation modulus data in genera...

We consider n observations from the GARCH-type model: S = σ2Z, where σ2 and Z are independent random variables. We develop a new wavelet linear estimator of the unknown density of σ2 under four different dependence structures: the strong mixing case, the β- mixing case, the pairwise positive quadrant case and the ρ-mixing case. Its asymptotic mean integrated squared error properties are ...

Treating hadronic flavor symmetries with quantum algebras Uq(sun) leads to interesting consequences such as: new mass sum rules for hadrons 1−, 12 + , 32 + of improved accuracy; possibility to label different flavors topologically by torus winding number; properly fixed deformation parameter q in case of baryons is linked in a simplest way to the Cabibbo angle θC, that suggests for θC the exact...