8 citations · 16 across the 6 of their papers we have counts for
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math.CA2016
Integrals of spherical harmonics with Fourier exponents in multidimensions
F Goncharov
We consider integrals of spherical harmonics with Fourier exponents on the sphere . Such transforms arise in the framework of the theory of weighted Radon transfo…
math-ph2016★ 8 cited
An iterative inversion of weighted Radon transforms along hyperplanes
F Goncharov
We propose iterative inversion algorithms for weighted Radon transforms along hyperplanes in . More precisely, expandingthe weight ,…
math.FA2016
An analog of Chang inversion formula for weighted Radon transforms in multidimensions
Fedor Goncharov, Roman Novikov
In this work we study weighted Radon transforms in multidimensions. We introduce an analog of Chang approximate inversion formula for such transforms and describe all weights for w…