Free shipping on orders over $99
Approximation Methods in Optimization of Nonlinear Systems

Approximation Methods in Optimization of Nonlinear Systems

by Peter I. Kogut and Olga P. Kupenko
Hardback
Publication Date: 27/11/2019

Share This Book:

  $313.12
or 4 easy payments of $78.28 with
afterpay
This item qualifies your order for FREE DELIVERY

The monograph addresses some problems particularly with regard to ill-posedness of boundary value problems and problems where we cannot expect to have uniqueness of their solutions in the standard functional spaces. Bringing original and previous results together, it tackles computational challenges by exploiting methods of approximation and asymptotic analysis and harnessing differences between optimal control problems and their underlying PDEs

ISBN:
9783110668438
9783110668438
Category:
Differential calculus & equations
Format:
Hardback
Publication Date:
27-11-2019
Language:
English
Publisher:
Walter\de Gruyter#GmbH
Country of origin:
Germany
Dimensions (mm):
240x170mm
Weight:
0.71kg

This title is in stock with our Australian supplier and should arrive at our Sydney warehouse within 2 - 3 weeks of you placing an order.

Once received into our warehouse we will despatch it to you with a Shipping Notification which includes online tracking.

Please check the estimated delivery times below for your region, for after your order is despatched from our warehouse:

ACT Metro: 2 working days
NSW Metro: 2 working days
NSW Rural: 2-3 working days
NSW Remote: 2-5 working days
NT Metro: 3-6 working days
NT Remote: 4-10 working days
QLD Metro: 2-4 working days
QLD Rural: 2-5 working days
QLD Remote: 2-7 working days
SA Metro: 2-5 working days
SA Rural: 3-6 working days
SA Remote: 3-7 working days
TAS Metro: 3-6 working days
TAS Rural: 3-6 working days
VIC Metro: 2-3 working days
VIC Rural: 2-4 working days
VIC Remote: 2-5 working days
WA Metro: 3-6 working days
WA Rural: 4-8 working days
WA Remote: 4-12 working days

Reviews

Be the first to review Approximation Methods in Optimization of Nonlinear Systems.