On some inverse problems in nuclear physics

TL;DR

This paper discusses inverse problems in nuclear physics, employing Fourier transformation and Maximum Entropy Technique to analyze experimental data, improving understanding of particle generation zones and spectral analysis.

Contribution

It introduces the application of Fourier transformation and MENT to inverse problems in nuclear physics, demonstrating their effectiveness in analyzing experimental distributions.

Findings

Integrated images are informative for space-time parameter determination.

Methods effectively analyze blurred spectra.

Results agree with independent analyses.

Abstract

Some inverse problems in high-energy physics, neutron diffraction and NMR spectroscopy are discussed. To solve them, the Fourier integrated transformation method and the Maximum Entropy Technique (MENT) were used. The integrated images of experimental distributions are shown to be informative when determining the space-time parameters of a particle generation zone and when analysing blurred spectra. The efficiency of the above methods was checked by comparing relevant results with the results obtained independently.