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cms:sus-11-016 [03/10/2012 12:21]
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cms:sus-11-016 [03/10/2012 12:29] (versione attuale)
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 L.198 (and Fig.1): L.198 (and Fig.1):
-While it is clear how efficiency*acceptance is extracted it is less clear why the figures on the right do not show the same pattern (e.g. isolines) of those on the left just with a different scale.  +While it is clear how efficiency*acceptance is extracted it is less clear why the figures on the right do not show the same pattern (e.g. isolines) of those on the left just with a different scale (e.g. % on the left, pb on the right)
-More specifically:​ the text mentions "the predicted background"​. Is the number of predicted background events the same for all the points in the (m(~g),​m(LSP)) plane and the difference in the isoline patterns between left and right plots arises only when including it in the CLs calculation?​ Or is the selection of the events different in different regions of the (m(~g),​m(LSP)) plane, so the number of selected events changes as well? +More specifically:​ the text mentions "the predicted background"​. Is the number of predicted background events the same for all the points in the (m(~g),​m(LSP)) plane and the difference in the isoline patterns between left and right plots arises only when including it in the CLs calculation? ​ 
 +Or is the change in the isolines pattern due to the fact the points with the same value efficiency*acceptance have different uncertainties on the efficiency*acceptance itself?  
 +Or, finally, ​is the selection of the events different in different regions of the (m(~g),​m(LSP)) plane, so the number of selected events changes as well? 
 +Whatever is the reason it is probably worthwhile to explain it in the text.
  
 L.214: remove "The limits are thus subject to statistical fluctuations" ​ (as everything...) L.214: remove "The limits are thus subject to statistical fluctuations" ​ (as everything...)
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 2) The fine dashed lines diagonal seem to indicate a kinematic limit, e.g. m(LSP)<​m(~g),​ which is probably wrong for the topology analyzed as for the cascade ~g->​N_0^2->​N_0^1 is m(LSP)<​m(~g)-m(N_0^2) 2) The fine dashed lines diagonal seem to indicate a kinematic limit, e.g. m(LSP)<​m(~g),​ which is probably wrong for the topology analyzed as for the cascade ~g->​N_0^2->​N_0^1 is m(LSP)<​m(~g)-m(N_0^2)
-Also the fact that there is a constant offset between the dashed line and the edge of the "​color"​ region is not intuitive ​as I would expect a constant offset ​for a constant ​value of m(N_0^2), specifically 200 GeV.  +Also the fact that there is a constant offset between the dashed line and the edge of the "​color"​ region is not intuitive ​Why do you expect a constant offset? Does this correspond to a constant m(N_0^2), specifically 200 GeV?
-Could you elaborate a bit on it? +