Simultaneous Least Squares Treatment of Statistical and Systematic Uncertainties
arXiv:physics/0503050 · doi:10.1016/j.nima.2005.10.030
Abstract
We present a least squares method for estimating parameters from measurements of event yields in the presence of background and crossfeed. We adopt a unified approach to incorporating the statistical and systematic uncertainties on the experimental measurements input to the fit. We demonstrate this method with a fit for absolute hadronic D meson branching fractions, measured in e+e- -> ψ(3770) -> D\bar D$ transitions.
9 pages, 2 figures; minor clarifications, one figure added
References in corpus (1)
Cited by in corpus (14)
- Measurement of Absolute Hadronic Branching Fractions of D Mesons and e^+ e^- --> D D-bar Cross Sections at the psi(3770)
- Charm Meson Decays
- Time-Independent Measurements of D0-D0bar Mixing and Relative Strong Phases Using Quantum Correlations
- Determination of the D0 -> K+pi- Relative Strong Phase Using Quantum-Correlated Measurements in e+e- -> D0 D0bar at CLEO
- Observation of Three Charmoniumlike States with in
- Determination of the Strong Phase in D0 -> K+pi- Using Quantum-Correlated Measurements
- Hadronic D and D_s Meson Decays
- D0barD0 Quantum Correlations, Mixing, and Strong Phases
- Simultaneous least squares fitter based on the Lagrange multiplier method
- Charm Meson Mixing: An Experimental Review
- D0D0bar Quantum Correlations, Mixing, and Strong Phases
- Measurements of Absolute Hadronic Branching Fractions of D Mesons
- Charm Hadronic Decay Branching Fractions From CLEO-c
- Hadronic branching fractions and DDbar cross-sections at Psi(3770) from CLEO-c