1. Analytical solution for the Doppler Broadening Function using the Tsallis distribution;Antunes;Prog. Nucl. Energy,2022
2. Borland, R.O.L.; Tsallis, C. Distributions of high-frequency stock-market observables. In Nonextensive Entropy—Interdisciplinary Applications; Gell-Mann, M., Tsallis, C., Eds.; Oxford University Press: New York, NY, USA, 2004.
3. Campos, T.P.R., Martinez, A.S., 1987. The dependence of practical width on temperature. Annals of Nuclear Energy 14(5), 241–247. https://doi.org/10. 1016/0306-4549(87)90045-4.
4. Duderstadt, J. J., Hamilton, L. J. Nuclear Reactor Analysis, Ed Joh Wiley and Sons, Nova York (1976).
5. Solution of the Doppler broadening function based on the fourier cosine transform;Gonçalves;Ann. Nucl. Energy,2008