Solution of the problem of the deconvolution on condition of the optimization of the form of the resulting pulse characteristic

Authors

  • S. S. Natalenko National Technical University of Ukraine, Kyiv Politechnic Institute, Kiev
  • A. I. Rybin National Technical University of Ukraine, Kyiv Politechnic Institute, Kiev http://orcid.org/0000-0003-4443-1075

DOI:

https://doi.org/10.20535/RADAP.2009.38.11-19

Keywords:

deconvolution, Fourier transform, filtration, noise, image

Abstract

Offered methods of the carrying the algorithm to restorations on criterion of the form of the resulting pulse characteristic in Fourier domain

Author Biographies

S. S. Natalenko, National Technical University of Ukraine, Kyiv Politechnic Institute, Kiev

Наталенко С.С., аспірант радіотехнічного факультету

A. I. Rybin, National Technical University of Ukraine, Kyiv Politechnic Institute, Kiev

Рибін О.І., д.т.н., проф. кафедри радіоприймання та оброблення сигналів

References

Jan J. Metody restaurace obrazu a jejich moznosti // Vybrane odborne a vedecke prace VUT v Brne. – Falculta electrotechnicka. – 1991.– s.7-72.

Рыбин А.И., Королёв В.Ю. Алгоритм условной деконволюции в частной области // Радиоэлектоника. – 2000.- №4. – с.51-55. (Изв. выш. учеб. заведений)

Рибін О., Корольов В. Реставрація образів методом умовної деконволюції в області просторових частот // Вісник Технічного ун-ту Поділля. – 2000. – №1. – с.145-147.

Гантмахер Ф.Р. Теория матриц. – М.: Наука – 1967

Абакумов В.Г., Сватош Й.A., Рибін О.І. Біомедичні сигнали (генезис, обробка, моніторинг) – Київ: Нора -Прінт, 2001 – 516с.

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How to Cite

Наталенко, С. and Рибін, О. (2009) “Solution of the problem of the deconvolution on condition of the optimization of the form of the resulting pulse characteristic”, Visnyk NTUU KPI Seriia - Radiotekhnika Radioaparatobuduvannia, 0(38), pp. 11-19. doi: 10.20535/RADAP.2009.38.11-19.

Issue

No. 38 (2009)

Section

Radio Circuits and Signals

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