Peak finding through Scan Statistics
F. Terranova
Abstract
We discuss the conditions under which Scan Statistics can be fruitfully implemented to signal a departure from the underlying probability model that describes the experimental data. It is shown that local perturbations (``bumps'' or ``excesses'' of events) are better dealt within this framework and, in general, tests based on these statistics provide a powerful and unbiased alternative to the traditional techniques related with the chi2 and Kolmogorov distributions. Approximate formulas for the computation of Scan Statistics in the range of interest for high energy and nuclear physics applications are also presented.
Create a lesson
Related papers
How much data does a memory kernel need? Measurement requirements for fractional models of battery and corrosion degradation
Conrard Giresse Tetsassi Feugmo
Transient Supercriticality in Hawkes Processes: Detection, Identifiability, and Apparent Criticality
D. Sornette
Near-exact Upper Confidence Limits for Axion Haloscopes
Andrea Gallo Rosso, Jan Conrad
Track finding and particle identification performance with particle physics foundation models
Shuhang Li, Haiwang Yu, Gabor Galgoczi et al.
Accelerating fits in high-energy physics and beyond
Amr Elmarassy, Sebastian Schmitt, Eluned Smith
Sorted Mutability as an Entropic Functional: Theory and Two Applications
Michel Aguilera, Eugenio E. Vogel, Francisco J. Peña et al.