Offbeat Integral Geometry on Symmetric Spaces

Valery V. Volchkov () and Vitaly V. Volchkov ()
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Valery V. Volchkov: Donetsk National University, , Department of Mathematics
Vitaly V. Volchkov: Donetsk National University, , Department of Mathematics

in Springer Books from Springer

Date: 2013
Edition: 2013
ISBN: 978-3-0348-0572-8
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Chapters in this book:

Ch Chapter 1 Preliminaries

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 1 Functions with Zero Ball Means on Euclidean Space

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 2 Two-radii Theorems in Symmetric Spaces

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 2 The Euclidean Case

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 3 The Problem of Findinga Function from Its Ball Means

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 3 Symmetric Spaces of the Non-compact Type

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 4 Sets with the Pompeiu Property

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 4 Analogies for Compact Two-point Homogeneous Spaces

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 5 Functions with Zero Integrals over Polytopes

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 5 The Phase Space Associated to the Heisenberg Group

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 6 Ellipsoidal Means

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 7 The Pompeiu Property on a Sphere

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 8 The Pompeiu Transform on Symmetric Spaces and Groups

Valery V. Volchkov and Vitaly V. Volchkov

Ch Chapter 9 Pompeiu Transforms on Manifolds

Valery V. Volchkov and Vitaly V. Volchkov

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DOI: 10.1007/978-3-0348-0572-8

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