Author: Jin Keun Seo , Eung Je Woo, Ulrich Katscher, Yi Wang
Series: Modelling and Simulation in Medical Imaging (Book 1)
Hardcover: 296 pages
Publisher: Imperial College Press (May 11, 2014)
Language: English
ISBN-10: 1783263393
ISBN-13: 978-1783263394
Format: Retail PDF
Reader Required: Adobe Reader, Foxit, Nitro, Adobe Digital Editions

Note: This is the eBook of the printed book and may not include any media,website access codes, or print supplements that may come packaged with the bound book.

Tested on the above readers with no problems on laptop and Android tablet.Don't hesitate to PM me if you have any questions or problem with the download,as comments on torrents are easy to miss. Please allow a couple seconds for the seedboxes to kick in, then it should move pretty quick.
Hope it helps in your studies. Go for it! :D

Cover from actual book file

This is the first book that presents a comprehensive introduction to and overview of electro-magnetic tissue property imaging techniques using MRI, focusing on Magnetic Resonance Electrical Impedance Tomography (MREIT), Electrical Properties Tomography (EPT) and Quantitative Susceptibility Mapping (QSM). The contrast information from these novel imaging modalities is unique since there is currently no other method to reconstruct high-resolution images of the electro-magnetic tissue properties including electrical conductivity, permittivity, and magnetic susceptibility. These three imaging modalities are based on Maxwell's equations and MRI data acquisition techniques. They are expanding MRI's ability to provide new contrast information on tissue structures and functions.
To facilitate further technical progress, the book provides in-depth descriptions of the most updated research outcomes, including underlying physics, mathematical theories and models, measurement techniques, computation issues, and other challenging problems.

Readership: Researchers, academics and graduate students in medical imaging, computational mathematics and biomedical imaging.


Scientia est potentia

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