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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Issue

No. 38 (2009)

Section

Radio Circuits and Signals

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How to Cite

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

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