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ITA
ENG
DOUBLY AND SINGLY CABIBBO SUPPRESSED CHARM DECAYS INTO THE K-)PI(+) FINAL-STATE(PI()
Authors
FRABETTI PL
CHEUNG HWK
CUMALAT JP
DALLAPICCOLA C
GINKEL JF
JOHNS WE
NEHRING MS
BUTLER JN
CIHANGIR S
GAINES I
GARBINCIUS PH
GARREN L
GOURLAY SA
HARDING DJ
KASPER P
KREYMER A
LEBRUN P
SHUKLA S
VITTONE M
BIANCO S
FABBRI FL
SARWAR S
ZALLO A
CULBERTSON R
GARDNER RW
GREENE R
WISS J
ALIMONTI G
BELLINI G
BOSCHINI M
BRAMBILLA D
CACCIANIGA B
CINQUINI L
DICORATO M
GIAMMARCHI M
INZANI P
LEVERARO F
MALVEZZI S
MENASCE D
MERONI E
MORONI L
PEDRINI D
PERASSO L
PRELZ F
SALA A
SALA S
TORRETTA D
BUCHHOLZ D
CLAES D
GOBBI B
OREILLY B
BISHOP JM
CASON NM
KENNEDY CJ
KIM GN
LIN TF
PUSELJIC DL
RUCHTI RC
SHEPHERD WD
SWIATEK JA
WU ZY
ARENA V
BOCA G
CASTOLDI C
GIANINI G
RATTI SP
RICCARDI C
VIOLA L
VITULO P
LOPEZ A
GRIM GP
PAOLONE VS
YAGER PM
WILSON JR
SHELDON PD
DAVENPORT F
BLACKETT GR
PISHARODY M
HANDLER T
CHEON BG
KANG JS
KIM KY
Citation
Pl. Frabetti et al., DOUBLY AND SINGLY CABIBBO SUPPRESSED CHARM DECAYS INTO THE K-)PI(+) FINAL-STATE(PI(), Physics letters. Section B, 359(3-4), 1995, pp. 403-410
Citations number
11
Categorie Soggetti
Physics
Journal title
Physics letters. Section B
→
ACNP
ISSN journal
03702693
Volume
359
Issue
3-4
Year of publication
1995
Pages
403 - 410
Database
ISI
SICI code
0370-2693(1995)359:3-4<403:DASCSC>2.0.ZU;2-B
Abstract
Branching ratios and upper limits at 90% confidence level for D+ and D -s(+) --> K+ pi(-) pi(+) decays collected in Fermilab photoproduction experiment E-687 are reported. The D+ results are: Gamma(D+ --> K+ <pi (>)-pi(+))/Gamma(D+ --> K- pi(+)pi(+)) = (7.2 +/- 2.3 +/- 1.7) x 10(-3 ), Gamma(D+ --> K(0)(892)pi(+))/Gamma(D+ --> K- pi(+)pi(+)) < 0.0021, and Gamma(D+ K(+)rho(0)(770))/Gamma(D+ --> K- pi(+)pi(+)) < 0.0067. T he D-s(+) results are: Gamma(D-s(+) --> K(+)pi(-)pi(+))/Gamma(D-s(+) - -> phi(1020)pi(+)) = 0.28 +/- 0.06 +/- 0.05, Gamma(D-s(+) -->K(0) (89 2)pi(+))/Gamma(D-s(+) --> phi(1020)pi(+)) = 0.18 +/- 0.05 +/- 0.04, an d Gamma(D-s(+) --> K+ rho(0)(770))/Gamma(D-s(+) --> phi(1020)pi(+)) < 0.08.