Covers numerical analysis for mathematics students without neglecting practical aspects.
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'This book can be highly recommended as a basis for courses in numerical analysis.' Zentralblatt fur Mathematik
'I believe this book succeeds. It provides an excellent introduction to the numerical analysis of differential equations.' J. Varah, Computing Reviews
'... nicely crafted and full of interesting details.' R. Mattheij, ITW Nieuws
'... a well written and exciting book ... the exposition throughout the book is clear and very lively. The author's enthusiasm and wit are obvious on almost every page and I recommend the text very strongly indeed.' J. Mackenzie, Proceedings of the Edinburgh Mathematical Society
'This is a well-written, challenging introductory text that addresses the essential issues in the development of effective numerical schemes for the solution of differential equations: stability, convergence, and efficiency. The soft cover edition is a terrific buy - I highly recommend it.' Tom King, Mathematics of Computation
Dr Iserles concentrates on the fundamentals of numerical analysis: deriving methods from first principles, analysing them with a variety of mathematical techniques and occasionally discussing questions of implementation and applications. The outcome is a textbook that is mathematically honest and rigorous and provides its target audience with a wide range of skills in both ordinary and partial differential equations.
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