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Inverse Imaging with Poisson Data

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Inverse Imaging with Poisson Data is an invaluable resource for graduate students, postdocs and researchers interested in the application of inverse problems to the domains of applied sciences, such as microscopy, medical imaging and astronomy....
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  • 27 December 2018
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Inverse Imaging with Poisson Data is an invaluable resource for graduate students, postdocs and researchers interested in the application of inverse problems to the domains of applied sciences, such as microscopy, medical imaging and astronomy. The purpose of the book is to provide a comprehensive account of the theoretical results, methods and algorithms related to the problem of image reconstruction from Poisson data within the framework of the maximum likelihood approach introduced by Shepp and Vardi.

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Price: £95.00
Publisher: Institute of Physics Publishing
Imprint: Institute of Physics Publishing
Publication Date: 27 December 2018
ISBN: 9780750314374
Format: eBook
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Mario Bertero received an advanced degree in physics from the University of Genova in Italy in 1960, and he obtained the libera docenza in theoretical physics in 1968. He has professorships in mathematics and computer science and was the editor of Inverse Problems from 1990–1994. He has retired from teaching but not from research.

Patrizia Boccacci received her advanced degree in physics from the University of Genova in Italy in 1980. She is currently an associate professor in the Department of Informatics, Bioengineering, Robotics and System Engineering at the University of Genova.

Valeria Ruggiero received her advanced degree in mathematics from the University of Ferrara in Italy in 1978. She is a professor in numerical analysis at the University of Ferrara and is the director of the National Group for Scientific Computation of the Istituto Nazionale di Alta Matematica (INdAM).

1 Introduction

2 Examples of applications

3 Mathematical modeling

4 Statistical approaches in a discrete setting

5 Simple reconstruction methods

6 Optimization methods

7 Numerics

8 Specific topics in image deblurring

9 Towards a regularization theory

A Appendix