6533b82bfe1ef96bd128ded2
RESEARCH PRODUCT
Limit on νe→ντ oscillations from the NOMAD experiment
J. A. HernandoD. SteeleD. SteeleH. PessardRoberto FerrariM. SteiningerC. LachaudMalcolm EllisJ.j. Gómez-cadenasJ.j. Gómez-cadenasBruce YabsleyA. Cervera-villanuevaA. Cervera-villanuevaL. CamilleriX. MéchainJ. KokkonenF. MartelliT. WeisseA. KrasnoperovA. KrasnoperovS. BunyatovAchim GeiserAchim GeiserA. N. ToropinTh. StolarczykE. PennacchioM. MezzettoD. SillouP. RathouitGiacomo GrazianiN. HyettA. Letessier-selvonS.n. ToveyS.n. ToveyKai ZuberFr PastoreE. Do Couto E SilvaM. E. SeviorM. VeltriG. BassompierreD. DanielsM. GouanèreM. Tareb-reyesJ. M. GaillardT. VinogradovaA. GodleyValentin KuznetsovValentin KuznetsovJ. DumarchezS. BoydJ. LongD. GeppertCaroline PoulsenJ-p. MeyerL. LinssenP.w. CattaneoAnte LjubičićB. LakićL.j. WintonU. StieglerMarco FraternaliG. N. TaylorJ. UlrichsChiara RodaChiara RodaD. PollmannH. DegaudenziJ.-p. MendiburuG. J. FeldmanF. SalvatoreG. F. MoorheadG. SozziValerio VercesiKevin VarvellG. PoleselloF. V. WeberAlessandro CardiniDomizia OrestanoClaus GößlingJ. GossetO. KlimovA. GrantM. Baldo-ceolinD. GibinH. ZacconeC. Nguyen-mauT. Del PreteP. HurstA. PolayrushK. BenslamaVyacheslav ValuevVyacheslav ValuevF. VannucciC. JosephA. GuglielmiL. Di LellaF. JugetA. LanzaM. Valdata-nappiM. T. TranT. DignanA. PluquetL.s. PeakM. KirsanovG. BallocchiD. HubbardP. ZucconK. SchahmanecheL. La RotondaS. R. MishraM. BannerMarco LavederE. GanglerE. GanglerM. ContalbrigoA. BuenoNathalie BessonP. RiemannR. CousinsJ.-m. VieiraI. BirdI. BirdJ. RicoA. MarchionniA. KovzelevAndré RubbiaAndré RubbiaBarry BlumenfeldE. IacopiniVincenzo CavasinniD. AutieroV. FlaminioF. J. P. SolerF. J. P. SolerDidier FerrereSergei GninenkoSergei GninenkoP. AstierE. TsesmelisCaren HagnerT. SchmidtJ. BouchezA. LupiA. BaldisseriS. LacapraraYu. NefedovL. VacavantA. PlacciF. BobisutA. De SantoA. De SantoC. ContaB. SchmidtB. SchmidtG. ConfortoG. ConfortoA. M. TouchardP. NédélecJ. M. LevyR. PettiFergus WilsonG. CollazuolMario StipčevićB. A. PopovB. A. Popovsubject
Nuclear physicsPhysicsNuclear and High Energy PhysicsParticle physics010308 nuclear & particles physics0103 physical sciencesContext (language use)Limit (mathematics)Neutrino beam010306 general physicsNeutrino oscillation01 natural sciencesCharged currentdescription
Abstract In the context of a two-flavour approximation we reinterpret the published NOMAD limit on ν μ → ν τ oscillations in terms of ν e → ν τ oscillations. At 90% C.L. we obtain sin 2 2θ eτ 5.2×10 −2 for large Δm 2 , while for sin 2 2 θ eτ =1 the confidence region includes Δm 2 2 / c 4 .
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2000-01-01 | Physics Letters B |