Spedizione gratuita per ordini superiori a 69,99 euro.

Controllare lo stato dell'ordine

Entra a far parte di una comunità di amanti dei libri di tutto il mondo e ottieni numerosi vantaggi. Crea un account gratuito

Spedizione gratuita con Packeta per un prezzo superiore a 69.99 €

Bartolini 4.49 € Punto Poste 5.49 € Punto Poste 5.49 € Punto Bartolini 3.49 € DHL 6.99 € GLS 5.99 €

Contatto

Come acquistare

Aiuto

Il mio account

▸ Vuoto :-(

Spedizione gratuita per ordini superiori a 69,99 euro.

Wavelets in Numerical Simulation

Name: Wavelets in Numerical Simulation
Brand: Springer-Verlag Berlin and Heidelberg GmbH & Co. KG
SKU: 01564010
Price: 53.79 EUR
Availability: InStock
Author: Karsten Urban
ISBN: 9783540430551

Problem Adapted Construction and Applications

Karsten Urban

Lingua

Inglese

Libro In brossura

Codice Libristo: 01564010

Casa editrice Springer-Verlag Berlin and Heidelberg GmbH & Co. KG, aprile 2002

This research monograph addresses recent developments of wavelet concepts in the context of large sc... Descrizione completa

Codice Libristo: 01564010

132 b

53.79 €

Magazzino esterno Inviamo tra 5-8 giorni

30 giorni per il reso

I clienti hanno acquistato anche

Lord of the Flies William Golding

In brossura

12.29 €

Philosophie der Liebe Hans-Martin Schönherr-Mann

In brossura

16.29 €

ERNEST ET CELESTINE NOEL CHEZ ERNEST ET CELESTINE Vincent Gabrielle Libro

Libro

20.09 €

One Piece - TV-Serie - Box 1 (Episoden 1-30) [4 Blu-rays] Junji Shimizu

Blu-ray

78.89 €

Critique des formes de vie Rahel Jaeggi

In brossura

47.49 €

Roberti Lowth, ... De Sacra Poesi Hebraeorum Praelectiones Academicae Oxonii Habitae. Subjicitur Metricae Harianae Brevis Confutatio Et Oratio Crewian Robert Lowth

Rigido

40.69 €

This research monograph addresses recent developments of wavelet concepts in the context of large scale numerical simulation. It offers a systematic attempt to exploit the sophistication of wavelets as a numerical tool by adapting wavelet bases to the problem at hand. This includes both the construction of wavelets on fairly general domains and the adaptation of wavelet bases to the particular structure of function spaces governing certain variational problems. Those key features of wavelets that make them a powerful tool in numerical analysis and simulation are clearly pointed out. The particular constructions are guided by the ultimate goal to ensure the key features also for general domains and problem classes. All constructions are illustrated by figures and examples are given.