## Identifying a coefficient in a stationary Boltzmann equation |

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Contents

G PAPI FROSALI C PUCCI A not well posed problem for t he wave equation | 1 |

R FIORAVANTI G A VIANO Numerical inversion of the Laplace transform by the use | 7 |

SERGIO VESSELLA Stability results for Abel equation | 13 |

1 other sections not shown

### Common terms and phrases

A.G. RAMM Ah)k ALESSANDRINI arccos(s Assume f ATTENUATED RADON TRANSFORM Bh)k boundary value problem bounded inverse Bulla frontiera CAMPI compact condition continuous function convex convolution CQ(n D.S. ANIKONOV Da(x defined denotes determined distribution f easier proof elkip endpoint equazione Finite Firenze formula Fourier transform functions on Q Hence Hilbert transform identification problem IDENTIFYING A COEFFICIENT Ill-posed Cauchy Problems INGLESE Inverse Problems kind integral equation KNABNER left hand side linear combination matrices Multidimensional Inverse NATTERER 86 numbers operator outgoing radiation overdetermined boundary value Parabolic Equations point measures point source prinaipale problem 1.1 Problems for Parabolic provided fQ PUBBLICAZIONI Ra(s recovered rewrite ROTATIONAL SYMMETRIC satisfy 3.3 source distribution Stability estimates STATIONARY BOLTZMANN EQUATION STEP sufficiently smooth theorem follows transport theory uniquely solvable Uniqueness Results unit disk Uout VESSELLA zeros