Paper
3 March 1995 Statistical properties of an algorithm used for illicit substance detection by fast-neutron transmission
Donald L. Smith, Leonid Sagalovsky, Bradley J. Micklich, M. K. Harper, A. H. Novick
Author Affiliations +
Proceedings Volume 2339, International Conference on Neutrons and Their Applications; (1995) https://doi.org/10.1117/12.204181
Event: 4th International Conference on Applications of Nuclear Techniques: Neutrons and their Applications, 1994, Crete, Greece
Abstract
A least-squares algorithm developed for analysis of fast-neutron transmission data resulting from non-destructive interrogation of sealed luggage and containers is subjected to a probabilistic interpretation. The approach is to convert knowledge of uncertainties in the derived areal elemental densities, as provided by this algorithm, into probability information that can be used to judge whether an interrogated object is either benign or potentially contains an illicit substance that should be investigated further. Two approaches are considered in this paper. One involves integration of a normalized probability density function associated with the least-squares solution. The other tests this solution against a hypothesis that the interrogated object indeed contains illicit material. This is accomplished by an application of the F-distribution from statistics. These two methods of data interpretation are applied to specific sets of neutron transmission results produced by Monte Carlo simulation.
© (1995) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Donald L. Smith, Leonid Sagalovsky, Bradley J. Micklich, M. K. Harper, and A. H. Novick "Statistical properties of an algorithm used for illicit substance detection by fast-neutron transmission", Proc. SPIE 2339, International Conference on Neutrons and Their Applications, (3 March 1995); https://doi.org/10.1117/12.204181
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KEYWORDS
Chemical elements

Error analysis

Polonium

Algorithm development

Monte Carlo methods

Detection and tracking algorithms

Statistical analysis

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