Notes on the stationary p-Laplace equation
Peter Lindqvist
Bok · Engelsk · 2019
| Omfang | xi, 104 sider
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| Opplysninger | "The most important partial differential equation of the second order is the celebrated Laplace equation. This is the prototype for linear elliptic equations. It is less well known that it also has a non-linear counterpart, the so-called p-Laplace equation, depending on a parameter p. The p-Laplace equation has been much studied during the last 50 ears and its theory is by now well developed. Some challenging open problems remain, however. The p-Laplace equation is a degenerate or singular elliptic equation in divergence form. It deserves a treatise of its own, without any extra complications and generalizations ... These notes were originally written up after my lectures at the Summer School in Jyväskylä in August 2005" - Forord
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| Emner | Calculus
Differential equations, Elliptic Harmonic functions Mathematical analysis Laplace-ligninger |
| ISBN | 978-3-030-14500-2
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