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Principles of Controlling the Apparatus Function in Super-Resolution Problem

Evgeni Nikolaevich Terentiev

Abstract

When controlling the Apparatus Function (AF), the size of definition domain of the AF O and the sampling step and conditionality of the AF must be chosen so that its inverse function pR=pО-1 obtains a minimum norm. The compensation of the AF O distortions in the measured images is realized point-by-point (without using the Fourier Transform in convolution). The computer of the device uses the resolving function pR, selected by the controlling procedure, for achieving super-resolution in images. Such controlled super-resolution is demonstrated on the Martian images.


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References

Tikhonov, A.N., M.V. Ufimtsev, M.V.: Statistical processing of experimental results. Publishing house of Moscow University (1988) (in Russian).

Terentiev, E.N., Terentiev, N.E.: IZVESTIYA RAN, THE SERIES OF PHYSICS, vol. 79, no. 12, pp. 1633-1637 (2015) (in Russian).

Terentiev, E.N., Terentiev, N. E.: Bulletin of the Russian Academy of Science. Physics, vol.79, No 12, pp. 1427-1431 (2015) doi:10.3103/S1062873815120229

Terentiev, E.N., Terentiev, N.E., Farshakova, I.I.: Scientific conference "Lomonosov Readings", section of physics, pp. 187-190, April, (2017) (in Russian)

Terentiev, E.N., Terentiev, N.E., Farshakova I.I.: Proceedings of the school-seminar << Waves-2017 >>. Mathematical modeling in radio physics and optics, pp.56-58, June, (2017) (in Russian)


DOI: http://dx.doi.org/10.18063/cse.v2i1.358
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