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*Mark Graev *

Intermediate inversion formulas in integral geometry

*(Lobachevskii Journal of Mathematics,
Vol.3, pp.97-111)*

We solve the following ``intermediate'' problem of integral geometry:
to reconstruct integrals of a function over $p$-dimensional planes in $\Bbb
R^n$ starting from its integrals over k$-planes, where $p<k$. Some generalizations
are also presented.

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