Often the result of the interaction of radiation with matter is represented by a spectrum. Regardless of the type of radiation used, a spectrum consists of peaks superimposed on a background. The important information is contained in the peak, so the derivation of the peaks parameters is fundamental. However, in most cases the fitting of the spectrum is an ill-posed problem, because of the presence of superimposed peaks. In this case the algorithms reported in the literature sometimes fail. For these reasons a genetic algorithm approach has been developed and is described here. Its novelty for this kind of application is represented by the use of a fine-grained strategy that makes it considerably faster than other implementations of this class of algorithms. Some results of its application to X-ray spectra are presented and discussed.
A fast fine-grained genetic algorithm for spectrum fitting: An application to X-ray spectra / Brunetti, Antonio. - In: COMPUTER PHYSICS COMMUNICATIONS. - ISSN 0010-4655. - 184:3(2013), pp. 573-578. [10.1016/j.cpc.2012.10.010]
A fast fine-grained genetic algorithm for spectrum fitting: An application to X-ray spectra
BRUNETTI, Antonio
2013-01-01
Abstract
Often the result of the interaction of radiation with matter is represented by a spectrum. Regardless of the type of radiation used, a spectrum consists of peaks superimposed on a background. The important information is contained in the peak, so the derivation of the peaks parameters is fundamental. However, in most cases the fitting of the spectrum is an ill-posed problem, because of the presence of superimposed peaks. In this case the algorithms reported in the literature sometimes fail. For these reasons a genetic algorithm approach has been developed and is described here. Its novelty for this kind of application is represented by the use of a fine-grained strategy that makes it considerably faster than other implementations of this class of algorithms. Some results of its application to X-ray spectra are presented and discussed.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.