170 likes | 259 Views
4 lepton analysis. March 12, 2014 Jongseok Lee (Sungkyunkwan University). Cut variables for event selection (µµµµ). nlep+>=2, nlep->=2. Cut variables for event selection (µµµµ). nlep+>=2, nlep->=2. Cut variables for event selection (eeee). nlep+>=2, nlep->=2.
E N D
4 lepton analysis March 12, 2014 Jongseok Lee (Sungkyunkwan University)
Cut variables for event selection(µµµµ) nlep+>=2, nlep->=2
Cut variables for event selection(µµµµ) nlep+>=2, nlep->=2
Cut variables for event selection(eeee) nlep+>=2, nlep->=2
Cut variables for event selection(eeee) nlep+>=2, nlep->=2
Cut variables for event selection(eµeµ) nlep+>=2, nlep->=2
Cut variables for event selection(eµeµ) nlep+>=2, nlep->=2
Signal region and side band m(H--) signal region side band m(H++)
Mass of H++ VS H--(µµµµ) nlep+>=2, nlep->=2 MC signal region MC signal region MC signal region Data signal region Data signal region Data signal region
# of events nlep+>=2, nlep->=2, signal region [mH++(1-2/3), mH++(1+2/3)] ± α error ± relative error ± statistical error
Mass of H++ VS H--(eeee) nlep+>=2, nlep->=2 MC signal region MC signal region MC signal region Data signal region Data signal region Data signal region
# of events nlep+>=2, nlep->=2, signal region [mH++(1-2/3), mH++(1+2/3)] ± α error ± relative error ± statistical error
Mass of H++ VS H--(eµeµ) nlep+>=2, nlep->=2 MC signal region MC signal region MC signal region Data signal region Data signal region Data signal region
# of events nlep+>=2, nlep->=2, signal region [mH++(1-2/3), mH++(1+2/3)] ± α error ± relative error ± statistical error
Weekly plan • Control region for 3 leptons