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Toshkent axborot texnologiyalari universiteti huzuridagi ilmiy darajalar beruvchiBog'liq dissertatsiya xudo xoxlasa tushadi99%, 3-labarotoriya ishi Saralash usul va algoritmlarini tadqiq qilis, cmd buyruqlari, Incremental model nima, 1matematik, word sAM 1 savol, Документ Microsoft Word (4), Ma\'ruzalar (2), ЛАБОРАТОРНАЯ РАБОТА N1, Dasturlash 2, Ariza, Qalandarova Gulshoda, 1648631455, 1650692784, 1651669892 (2)As an object of study, two-dimensional geophysical signals and a
temperature field obtained by remote sensing of the earth were taken.
The subject of the research. It consists in the development of parallel
computing algorithms, as well as a software package that digitally processes
geophysical signals using the bicubic spline function.
Research methods. In the process of research, the theory of functional
analysis, spline functions and modeling theories, as well as the theory of distributed
systems and parallel computing, were used.
The scientific novelty of the research is as follows:
a spline model for digital processing of geophysical signals obtained by two-
dimensional remote sensing was developed;
a reconstruction algorithm was developed using a bicubic spline function
based on the received geophysical signals with high accuracy for graphical
representation of the location of fossil resources;
a parallel algorithm for digital processing of temperature field signals was
developed;
developed a parallel algorithm for digital processing of geophysical signals
received from remote sensing of the earth in distributed systems;
The scientific novelty of the research is as follows:
a spline model for digital processing of geophysical signals obtained by two-
dimensional remote sensing was developed;
a parallel algorithm for digital processing of temperature field signals was
developed;
developed a parallel algorithm for digital processing of geophysical signals
received from remote sensing of the earth in distributed systems;
based on the received geophysical signals, an algorithm for graphical
representation of the location of minerals was developed using a high-precision two-
variable bi cubic spline function;
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