CDF Projected Top Mass Uncertainty

The Top Mass Working Group


CDF top mass extrapolation plot, version 1 CDF top mass extrapolation plot, version 2
Download this plot: (eps) (gif) (script) Download this plot: (eps) (gif) (script)
The plot on the left is an update of our original Run II CDF top mass projection plot, made when we had analyzed 680 pb-1 of data. Additional data points from 1 fb-1, 2 fb-1 and 3 fb-1 combinations show that so far our measured uncertainty does indeed fall between the two blue lines. See below for details. The plot on the right extrapolates from the current ~3 fb-1 dataset. See below for details of the procedure used for the projection.

Purpose of the plots

How the plots were made

Since projections are hard, we try to bracket what we might reasonably expect to achieve by the two curves that are shown on each plot.

The solid curve keeps all the systematic uncertainties fixed at their present values, but scales the statistical and in-situ JES uncertainty (from the W->jj constraint in the lepton+jets and all-jets channels) with luminosity. The projected CDF combined top mass uncertainty at a given luminosity is then estimated by repeating the present CDF combination using these projections for the statistical and in-situ JES uncertainties. This curve is then an estimate of the worst we expect to do since it assumes no improvements to the method or in our understanding of the systematics.

The dotted curve scales the total uncertainty with luminosity. It is meant to represent a sort of lower bound on how well we might do. Certainly it would be surprising if the total uncertainty improved faster than that! It is partially motivated by the fact that through 1 fb-1, this is, in fact, how our total uncertainty was seen to scale. Clearly the methods we use and our understanding of the systematics have to improve to follow this curve.

We DON'T want to claim that we think we'll follow the dotted curve.

We DO want to say that we're reasonably confident that we'll land somewhere in between these two curves.


Other Details


Contacts:


( CDF Top Physics Group | CDF Homepage )

Last updated: March 5, 2009