Improved $b$-jet Energy Correction for $H \to b\bar{b}$ Searches at CDF
T. Aaltonen, A. Buzatu, B. Kilminster, Y. Nagai, W. Yao
TL;DR
This work addresses the limited $b$-jet energy resolution in $H\to b\bar{b}$ searches by developing a neural-network regression that combines calorimeter, tracking, and secondary-vertex information to correct $b$-jet energies. Applied to $WH\to \ell\nu b\bar{b}$ at CDF, the method yields a dijet mass resolution improvement from ~15% to ~11% and a roughly 9% gain in expected Higgs sensitivity in the most sensitive category. It demonstrates data/MC validation of the correction variables, linearity across Higgs masses 100–150 GeV/$c^2$, and substantial background rejection improvements for the dominant $b\bar{b}$ processes. The approach also shows potential applicability to related measurements such as $WZ\to\ell\nu b\bar{b}$ and single-top production analyses.
Abstract
We present a method for improving the $b$-jet energy resolution in order to improve the signal sensitivity in searches for particles decaying to a $b$ quark and anti-$b$ quark. A correction function is computed for individual jets, which combines information from the secondary vertex tagger, the offline tracking and standard calorimeter-based jet-energy reconstruction algorithm in order to provide a more accurate measurement of the true $b$-quark energy. We apply the correction to Monte-Carlo-simulated jets in the process $WH \rightarrow \ell νb\bar b$ and find an improvement in both the mean and the resolution of the $b$-jet energy with respect to the $b$-quark energy. The correction improves the measured Higgs dijet invariant mass resolution from $\sim$ 15%(standard jet corrections) to $\sim$ 11%(improved jet corrections) in the Higgs mass range from 100 GeV/$c^2$ - 150 GeV/$c^2$. Using the corrected $b$-jet energies instead of the standard calorimeter-based $b$-jet energies results in a $\sim$ 9% improvement in the expected sensitivity for Higgs boson production cross section in the most sensitive search region of the $WH \rightarrow \ell νb\bar b$ analysis, which is two tagged jets and one charged central lepton.
