This article analyzes cone-shaped radon substitutions on the basis that they are treated as a generalized form with respect to classical radon substitutions. Cone-shaped substitutions belong to the class of Integral substitutions, and their geometric and analytical properties are widely illuminated. The article examines the importance of these substitutions in functional analysis and imaging theory, as well as their aspects related to inversion issues. The results of the study reveal the possibilities of application in high-dimensional data processing, tomography and other applied fields.
| Mualliflar | Мамутова, Г.Ш. |
|---|---|
| Jurnal | Ilim ha’m ja’miyet |
| Nashr sanasi | 2025-06-27 |
| Son | 4-1 |
| Betlar | 23-25 |
| Til | O‘zbek |
радон алмаштиришлари, интеграл тенгламалар, томографик усуллар, алгоритмлар, Абель алмаштириши, синтетик апертурали радиолокация, радоновые преобразования, интегральные уравнения, томографические методы, алгоритмы, абелевы замещения, синтетическая апертурная радиолокация, radon substitutions, Integral Equations, tomographic methods, algorithms, Abel substitutions, synthetic aperture radiolocation
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