6 edition of **Mathematical methods in image reconstruction** found in the catalog.

- 292 Want to read
- 17 Currently reading

Published
**2001** by Society for Industrial and Applied Mathematics in Philadelphia .

Written in English

- Image processing -- Congresses

**Edition Notes**

Includes bibliographical references (p. 189-207) and index.

Statement | Frank Natterer, Frank Wübbeling. |

Series | SIAM monographs on mathematical modeling and computation |

Contributions | Natterer, F. 1941-, Wübbeling, Frank. |

Classifications | |
---|---|

LC Classifications | TA1637 .M356 2001 |

The Physical Object | |

Pagination | xii, 216 p. : |

Number of Pages | 216 |

ID Numbers | |

Open Library | OL15502021M |

ISBN 10 | 0898714729 |

LC Control Number | 00053804 |

OCLC/WorldCa | 45315505 |

This book describes the state of the art of the mathematical theory and numerical analysis of imaging. It will provide readers with a superior understanding of the mathematical principles behind imaging and will enable them to write state-of-the-art software as a result. Mathematical Methods in Image Reconstruction provides a very detailed description of two-dimensional algorithms. Preface Reconstruction and regularisation in optical tomography, Simon R.

Finally, the book details standards and protocols for accident reconstruction. Image reconstruction has fundamental impacts on image quality and therefore on radiation dose. More importantly, the spatial resolution in a local region of IR-reconstructed images is highly dependent on the contrast and noise of the surrounding structures due to the non-linear regularization term and other factors during the optimization process [7]. Users of clinical CT scanners usually have very limited control over the inner workings of the reconstruction method and are confined principally to adjusting various parameters that potentially affect image quality. Notify your administrator of your interest. This book describes the state-of-the-art in mathematical theory and numerical analysis of imaging.

Further, stochastic processes, including Markov random fields, have been used in a Bayesian framework to incorporate prior constraints on smoothness and the regularities of discontinuities into algorithms for image restoration and reconstruction. Author s Bio Summary Over the past 25 years, Harold and Darren Franck have investigated hundreds of accidents involving vehicles of almost every shape, size, and type imaginable. Madych: Image recon- struction in Hilbert space -R. This book describes the state-of-the-art in mathematical theory and numerical analysis of imaging. Maass: Singular value de- compositions for Radon transforms- W.

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Contemporary research results in exact region-of-interest ROI reconstruction with truncated projections, Katsevich's cone-beam filtered backprojection algorithm, and reconstruction with highly under-sampled data are included. Jiang, H. A sharper kernel generates images with higher spatial resolution, but increases the image noise.

Research and analytics cookies These Mathematical methods in image reconstruction book help us understand user behavior within our services. About these proceedings Introduction The conference was devoted to the discussion of present and future techniques in medical imaging, including 3D x-ray CT, ultrasound and diffraction tomography, and biomagnetic ima- ging.

Task-based image quality evaluation using model observers have been actively investigated so that image quality and dose reduction can be quantified objectively in an efficient manner [16,17,18]. Finally, the book details standards and protocols for accident reconstruction.

The book is anchored on basic principles of physics that Mathematical methods in image reconstruction book be applied to any of the above-named vehicles or equipment. Out Of Stock Overview Since the advent of computerized tomography in radiology, many imaging techniques have been introduced in medicine, science, and technology.

The most commonly used analytical reconstruction methods on commercial CT scanners are all in the form of filtered backprojection FBPwhich uses a 1D filter on the projection data before backprojecting 2D or 3D the data onto the image space.

Careful clinical evaluation and reconstruction parameter optimization are required before IR can be used in routine practice [10,14,15]. His mathematical interests are number theory and classical analysis. The book also seems to assume some knowledge of signal processing: it talks about rebinning and windowing without giving any explanation of them.

The recent geometric partial differential equation methods have been essential in throwing new light on this very difficult problem area. Measurements on different commercial IR methods have demonstrated this contrast- and noise-dependency of spatial resolution [8,9]. Mathematical Methods in Image Reconstruction Details Since the advent of computerized tomography in radiology, many imaging techniques have been introduced in medicine, science, and technology.

The prerequisites are not stated, but seem to be a good understanding of Fourier series and integrals. Topics covered include the foundations of measurement, the various energy methods used in reconstruction, momentum methods, vehicle specifications, failure analysis, geometrical characteristics of highways, and softer scientific issues such as visibility, perception, and reaction.

Tabbara: Dif- fraction tomography: some applications and extension to 3D ultrasound imaging -F. Required Cookies These cookies allow you to explore OverDrive services and use our core features.

The authors provide the necessary mathematical background and common mathematical framework needed to understand the book.Mathematical and Computational Methods Ivan Markovsky, Jan C.

Willems, Sabine Van Huffel, and Bart De Moor, Mathematical Methods in Image Reconstruction Per Christian Hansen, Rank-Deficient and Discrete Ill-Posed Problems: This book makes an attempt to describe these techniques in a mathematical language.

Mathematical Methods in Image Reconstruction Details. This book Mathematical methods in image reconstruction book the state-of-the-art in mathematical theory and numerical analysis of imaging.

The authors survey and provide a unified view of imaging techniques, provide the necessary mathematical background and common framework, and give a detailed analysis of the numerical.

The Handbook of Mathematical Methods in Imaging provides a comprehensive treatment of the mathematical techniques used in imaging science. The material is grouped into two central themes, namely, Inverse Problems (Algorithmic Reconstruction) and Signal and Image Processing.

Each section within the themes covers applications (modeling), mathematics, numerical methods (using a case .Mathematical methods in image reconstruction Frank This book pdf the state of the art of the mathematical theory and numerical analysis of imaging.

The authors survey and provide a unified view of imaging techniques, provide the necessary mathematical background and common framework, and give a detailed analysis of the numerical.Iterative image reconstruction: a point of view, Mario Bertero, Henri Lantéri and Luca Zanni. Iterative projection methods in biomedical inverse problems, Yair Censor and Alexander Segal.

Algorithms for satisfying dose-volume constraints in intensity-modulated .Mathematical Methods in Image Reconstruction Details. This book describes the ebook in mathematical theory and numerical analysis of imaging.

The authors survey and provide a unified view of imaging techniques, provide the necessary mathematical background and common framework, and give a detailed analysis of the numerical.