Annotation
Physical Principles of Setting (PPS) of Apparatus Functions (AF) of measuring systems (PPS AF) on the sizes of domains of determination AF are proposed. Sizes of AF O definition region are chosen so that its inverse resolving function R = O-1 in the chosen discrete domain has a minimal norm. In the PPS AF method, the result is reversible; there is no "a priori smoothness of solutions" with a residual error, as in the regularization method. Action of PPS method is demonstrated on the example of the Sun radio image super-resolution in comparison with a result obtained by regularization one.
Received: 2017 December 15
Approved: 2018 January 17
PACS:
02.30.-f Function theory, analysis
© 2016 Publisher M.V.Lomonosov Moscow State University
Authors
Е. Н. Терентьев$^1$, N. E. Terentiev$^2$, Yu. A. Pirogov$^3$, I. I. Farshakova$^1$
$^1$Department of General Nuclear Physics, Faculty of physics, Lomonosov Moscow State University, chair of Mathematical Modelling and Informatics .\
$^2$HiQo Solutions\
$^3$Department of General Nuclear Physics, Faculty of physics, Lomonosov Moscow State University
$^1$Department of General Nuclear Physics, Faculty of physics, Lomonosov Moscow State University, chair of Mathematical Modelling and Informatics .\
$^2$HiQo Solutions\
$^3$Department of General Nuclear Physics, Faculty of physics, Lomonosov Moscow State University