ENVÍO GRATIS - PAGO SEGURO - GARANTÍA DE DEVOLUCIÓN DE DINERO

¿Te gusta este producto? Si es así, compártelo con tus amigos.

Descripción

In mathematics, an elliptic operator is one of the major types of differential operator. It can be defined on spaces of complex-valued functions, or some more general function-like objects. What is distinctive is that the coefficients of the highest-order derivatives satisfy a positivity condition. The usual partial differential equations involving time, such as the heat equation and the Schrödinger equation, also contain elliptic operators involving the spatial variables, as well as time derivatives. Elliptic operators are typical of potential theory. Their solutions (harmonic functions of a general kind) tend to be smooth functions (if the coefficients in the operator are continuous). More simply, steady-state solutions to hyperbolic and parabolic equations generally solve elliptic equations.

Contribuyente

Editor Frederic P. Miller

Editor Agnes F. Vandome

Editor John McBrewster

Información

DUIN 18C86NA49S0

GTIN 9786130646776

Idioma Inglés

Número de páginas 92

Product type Libro de bolsillo

Elliptic operator

Frederic P. Miller

39,92 €

Vendedor: Dodax EU

Fecha de entrega: entre lunes, 2. noviembre y miércoles, 4. noviembre

Condición: Nuevo

IVA incluído - Envío GRATIS
1
Agregar a la cesta Agregar a la cesta
39,92 €
IVA incluído - Envío GRATIS