[Berger, M. J., & Seltzer, S. M. (1972). Response function for sodium iodine scintillation detectors. Nuclear Instrumens and Methods, Vol.104, Issue 2, 317-332.10.1016/0029-554X(72)90543-5]Search in Google Scholar
[Bouchet, L. (1995). A comparative study of deconvolution methods of gamma-ray spectra. Astronomy and Astrophysics Supplement Series, Series 113, 167-183.]Search in Google Scholar
[Gerasimov, S. A. (1995). A direct method for separating peak multiplet in X-ray and gamma-ray spectra. Applied radiation and isotopes, Vol. 46, Issue 3, 181-184.]Search in Google Scholar
[Gopinath, D. V., & Gopala, K. (1999). Analitical comutation of the Compton continuum in gamma-ray spectrometry. Radiation Physics and Chemistry, Vol. 56, Issue 5-6, 525-534.10.1016/S0969-806X(99)00342-4]Search in Google Scholar
[Halmos, P. R. (1958). Finite-dimensional vector spaces. Princeton, NJ: Van Nostrand.]Search in Google Scholar
[Jandel, M., Morhac, M., Kliman, J., Krupa, L., Matousek, V., Hamilton, J. H., & Ramaya, A. V. (2004). Decomposition of continuum γ-ray spectra using syhthesized response matrix. Nuclear Instruments & Methods in Phisics Research, Vol. 516, Issue 1, 172-183.]Search in Google Scholar
[Kiss, Gy., Pintér, P., & Szakács, T. (2017). Vehicle Frame Optimization using Finite Element Method. Proceedings of the 1st Agria Conference on Innovative Pneumatic Vehicles – ACIPV 2017. Budapest, Eger: Magyarország: Óbuda University, 66-70.]Search in Google Scholar
[Los Arcos, J. M. (1996). Gamma-ray spectra deconvolution by maximum-entropy methods. Nuclear Instruments and methods in Physics Research, Vol. 27, Issue 10, 634-636.]Search in Google Scholar
[Meng, L. J., & Ramsden, D. (2000). An Inter-comparison of Three Spectral-Deconvolution Algorithms for Gamma-ray Spectroscopy. IEEE Transactions on Nuclear Science, Vol. 47, Issue 4.10.1109/23.872973]Search in Google Scholar
[Morhac, M. (2006). Deconvolution methods and their applications in the analysis of gamma-ray spectra. Nuclear Instruments and Methods in Physics Research, Vol. 559, 119-123.10.1016/j.nima.2005.11.129]Search in Google Scholar
[Pokorádi, L. (2016). Availability assessment with Monte-Carlo simulation of maintenance process model. Politechnical University of Bucharest. Scientific Bulletin. Series D. Mechanical Engineering, Vol. 78, Issue 3, 43-54.]Search in Google Scholar
[Shi, H., Chen, B., Li, T., & Yun, D. (2002). Precise Monte Carlo simulation of gamma ray response function for an NaI(Tl) detector. Applied radiation and isotopes, Vol. 57, Issue 4, 517-524.]Search in Google Scholar
[Stoer, J., & Burlish, R. (1991). Introduction to Numerical Analysis. Berlin Heidelberg: Spinger-Verlag.]Search in Google Scholar
[Strang, G. (2003). Introduction to Linear Algebra. MIT: Wellesley-Cambridge Press.]Search in Google Scholar