Partial differential equations Basic notions and classification Concept
Quasilinear PDE
Summary
A quasilinear PDE is a partial differential equation that is linear in the highest-order derivatives of the unknown. Its coefficients may depend on the unknown and its lower-order derivatives. This class contains the equations of fluid dynamics, the minimal surface equation and the p-Laplace equation. It sits between semilinear and fully nonlinear equations. See the definition.
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| Tag | 7X9N9H3RK6 |
|---|---|
| URI | m2://7X9N9H3RK6 |
| Kind | concept |
| Writing | W0 stub |
| MSC | 35A99, 35J62, 35K59 |
| Specializes | Partial differential equation |
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