A new class of integral geometry problems of Volterra type in three-dimensional space

integral geometry problem, family of spheres, Volterra integral equation, uniqueness of solution

Authors

  • Алишер Сидикович Исмоилов
  • Акрам Хасанович Бегматов

Abstract

The article considers the problem of recovery
functions over families of spheres in space. Proved
uniqueness of the solution to the problem by reducing it to an integral
the Volterra equation of the first and then the second kind.

How to Cite

Алишер Сидикович Исмоилов, & Акрам Хасанович Бегматов. (2024). A new class of integral geometry problems of Volterra type in three-dimensional space: integral geometry problem, family of spheres, Volterra integral equation, uniqueness of solution. FAN VA TA’LIM INTEGRATSIYASI (INTEGRATION OF SCIENCE AND EDUCATION), 2(1), 4–13. Retrieved from http://journal.uzfi.uz/index.php/ISE/article/view/75 (Original work published March 29, 2024)

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