Neutrino Oscillations and Their Origin 2005
DOI: 10.1142/9789812701824_0003
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Cited by 19 publications
(32 citation statements)
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“…3). Detailed quantitative analysis [7,8,22] seem to indicate that, if all atmospheric and solar data are combined, acceptable fits can be found (the current best fit point is close to sin 2 ζ = 0.2 [22]). It is curious to note that, according to [22], the point where the sterile component is evenly shared among the solar and atmospheric pairs (ζ = π/4) is strongly disfavoured by the data.…”
Section: Evmentioning
confidence: 82%
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“…3). Detailed quantitative analysis [7,8,22] seem to indicate that, if all atmospheric and solar data are combined, acceptable fits can be found (the current best fit point is close to sin 2 ζ = 0.2 [22]). It is curious to note that, according to [22], the point where the sterile component is evenly shared among the solar and atmospheric pairs (ζ = π/4) is strongly disfavoured by the data.…”
Section: Evmentioning
confidence: 82%
“…The solar neutrino puzzle is best solved by assuming ν e ↔ ν µ,τ oscillations [7], while the atmospheric neutrino puzzle hints at quasi-maximal ν µ ↔ ν τ oscillations [8]. The LSND anomaly requiresν µ ↔ν e oscillations.…”
mentioning
confidence: 99%
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“…Such effects have been considered in several papers [43,[68][69][70][71] following the classic work of Spergel and Press [72]. It has been shown that this could affect the transport properties in the interior of the Sun and possibly resolve the composition anomaly [70] which poses a conflict between the helioseismological observations and solar composition [73].…”
Section: Astrophysical Implications Of Asymmetric Dark Mattermentioning
confidence: 99%
“…The merger and ring down phases of colliding neutron star and black-hole binaries [3,4] are the strongest transient events, but they leave in their wake many different oscillations of the stellar fluid that carry information on the equation of state of dense matter [5,6]. The classification of these modes is a welldeveloped field, and their study is promising because the spectrum of such modes is connected to underlying stellar structure [7,8]. The even-parity or spheroidal modes result from density and pressure perturbations to the star, while the odd-parity axial modes are non-trivial only for rotating stars.…”
Section: Introductionmentioning
confidence: 99%