# Integral geometry

### About this Title

**Robert L. Bryant**, **Victor Guillemin**, **Sigurdur Helgason** and **R. O. Wells, Jr.**, Editors

Publication: Contemporary Mathematics

Publication Year
1987: Volume 63

ISBNs: 978-0-8218-5071-8 (print); 978-0-8218-7653-4 (online)

DOI: http://dx.doi.org/10.1090/conm/063

MathSciNet review: 876310

### Table of Contents

**Front/Back Matter**

**Articles**

- Carlos A. Berenstein – Spectral synthesis on symmetric spaces [MR 876311]
- Ethan D. Bolker – The finite Radon transform [MR 876312]
- Edward G. Dunne – Hyperfunctions in representation theory and mathematical physics [MR 876313]
- David V. Finch and Alexander Hertle – The exponential Radon transform [MR 876314]
- S. G. Gindikin – Integral geometry as geometry and as analysis [MR 876315]
- Eric L. Grinberg – Euclidean Radon transforms: ranges and restrictions [MR 876316]
- Victor Guillemin – Perspectives in integral geometry [MR 876317]
- S. Helgason – Some results on Radon transforms, Huygens’ principle and X-ray transforms [MR 876318]
- Ralph Howard – Classical integral geometry in Riemannian homogeneous spaces [MR 876319]
- Kenneth D. Johnson – Differential operators and Cartan motion groups [MR 876320]
- Lisa A. Mantini – An $L^2$-cohomology analogue of the Penrose transform for the oscillator representation [MR 876321]
- Eric Todd Quinto – Injectivity of rotation invariant Radon transforms on complex hyperplanes in ${\bf C}^n$ [MR 876322]
- Radu Roşu – On overdetermined systems associated with integral geometry transforms in the real projective space [MR 876323]
- M. Shahshahani and Alladi Sitaram – The Pompeiu problem in exterior domains in symmetric spaces [MR 876324]
- Theodore Shifrin – Curvature integrals and Chern classes of singular varieties [MR 876325]
- Peter Waksman – Hypothesis testing in integral geometry: guessing the shape of a plane domain [MR 876326]
- R. S. Ward – Nonlinear integral transforms [MR 876327]
- R. O. Wells, Jr. – Integral geometry and twistor theory [MR 876328]
- Lawrence Zalcman – Some inverse problems of potential theory [MR 876329]