Articoli correlati a Applied Partial Differential Equations
Sinossi
A vibrant field of study, partial differential equations arise in mathematical models whose dependent variables change continuously as functions of several independent variables (often space and time). Their power lies in their universality: there is a huge and ever-growing range of real-world problems to which they can be applied, from fluid mechanics and electromagnetism to probability and finance. This book is a lively and well-written guide to both the theory and applications of PDEs. It examines such questions as the well-posedness of a PDE problem and the conditions under which solutions change little with small changes in input. It also examines the problem of establishing the accuracy of a numerical solution to a PDE, an increasingly important question given the power of new numerical methods and software.
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L'autore
John Ockendon and Sam Howison are both at O.C.I.A.M., University of Oxford. Andrew Lacey is at Heriot-Watt University. Alexander Movchan is at the University of Liverpool.
Product Description
Book by Ockendon John Howison Sam Lacey Andrew Movchan Ale
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