Medical Applications of Computer Modelling : Cardiovascular and Ocular Systems (Advances in Computational Bioengineering)

T. B. Martonen (Editor)

ISBN 10: 1853126136 ISBN 13: 9781853126130

Verlag: WIT Press / Computational Mechanics, 2000

Sprache: Englisch

Zustand: Gebraucht - Ausreichend Hardcover

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Beschreibung

Withdrawn library book with usual stamps and markings. 2000 pictorial hardcover. Some shelf wear to covers and edges. Pages are unmarked.

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Bibliografische Details

Titel

Medical Applications of Computer Modelling : Cardiovascular and Ocular Systems (Advances in Computational Bioengineering)

Verlag

WIT Press / Computational Mechanics

Erscheinungsjahr

2000

Sprache

Englisch

ISBN-10

1853126136

ISBN-13

9781853126130

Einband

hardcover

Zustand

Fair

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�ber diesen Titel

Inhaltsangabe

Designed for use in both academic and research environments, this volume addresses applications of computer modelling and fluid dynamics to cardiovascular and ocular systems. Emphasis is placed on demonstrating the important roles that mathematical theory and computer technology can play in the medical arena, and general scientific concepts are integrated with specific technical issues throughout. An introduction to actual problems encountered by investigators, rather than a comprehensive review of the subject, Medical Applications of Computer Modelling: Cardiovascular and Ocular Systems is designed to inspire further medical research combining mathematics, physics and engineering with computer technology. A companion volume, Medical Applications of Computer Modelling: Respiratory System (see details below) is also available from WIT Press.

Cr�ticas

"This book clearly demonstrates how the rigorous application of computational mathematics can illuminate problems in medicine and biology, and contains excellent examples." ..".well written...The opinion of this reviewer is that the reader is provided with a good introduction to some simple mathematical models of the respiratory system and some simple techniques that are used to solve the resulting equations."

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