An inverse boundary value problem in two-dimensional transport

Author

Alexandru Tamasan

Affiliations

Department of Mathematics, University of Washington, Box 354350 Seattle, WA 98195-4350, USA

Journal

Inverse Problems Create an alert RSS this journal

Issue

Volume 18, Number 1

Citation

Alexandru Tamasan 2002 Inverse Problems 18 209

doi: 10.1088/0266-5611/18/1/314


 
Tag this article Full text PDF (146 KB)
Abstract

Homogeneous a priori bounded scattering is uniquely determined by the albedo operator. On the basis of the inversion of the attenuated x-ray transform, we reconstruct isotropic scattering in two different ways.

 
PACS

02.60.Lj Ordinary and partial differential equations; boundary value problems

05.60.-k Transport processes

02.30.Tb Operator theory

02.30.Zz Inverse problems

MSC

65N21 Inverse problems

82C70 Transport processes

Subjects

Mathematical physics

Computational physics

Statistical physics and nonlinear systems

Dates

Issue 1 (February 2002)

Received 11 June 2001 , in final form 5 October 2001

Published 15 January 2002



  1. An inverse boundary value problem in two-dimensional transport

    Alexandru Tamasan 2002 Inverse Problems 18 209

  2. Earth science contexts for teaching physics.
    Part 1: Why teach physics in an Earth science context?

    Chris King and Peter Kennett 2002 Phys. Educ. 37 467

  3. Mass comparisons using air buoyancy artefacts

    A Picard and H Fang 2004 Metrologia 41 330

  4. A dye-sensitized nano-porous solid-state photovoltaic cell

    K Tennakone et al 1995 Semicond. Sci. Technol. 10 1689

  5. Atomic time-keeping from 1955 to the present

    Bernard Guinot and Elisa Felicitas Arias 2005 Metrologia 42 S20

View by subject


Export