Track Order   | Customer Support   | Request Book   |
International Order
Iii Posed Boundary Value Problems (Hb 2003) at Meripustak

Iii Posed Boundary Value Problems (Hb 2003)

Books from same Author: TEMIRBOLAT S.E.

Books from same Publisher: Brill

Related Category: Author List / Publisher List

  • Retail Price: ₹ 22730/- [ 11.00% off ]

    Seller Price: ₹ 20230

Sold By: T K Pandey      Click for Bulk Order

Offer 1: Get ₹ 111 extra discount on minimum ₹ 500 [Use Code: Bharat]

Offer 2: Get 11.00 % + Flat ₹ 100 discount on shopping of ₹ 1500 [Use Code: IND100]

Offer 3: Get 11.00 % + Flat ₹ 300 discount on shopping of ₹ 5000 [Use Code: MPSTK300]

Free Shipping (for orders above ₹ 499) *T&C apply.

In Stock

Free Shipping Available


Click for International Orders
  • Provide Fastest Delivery
  • 100% Original Guaranteed
    • General Information  
    Author(s)TEMIRBOLAT S.E.
    PublisherBrill
    ISBN9789067643955
    Pages144
    BindingHardback
    LanguageEnglish
    Publish YearOctober 2003

    Description

    Brill Iii Posed Boundary Value Problems (Hb 2003) by TEMIRBOLAT S.E.

    01/07 This title is now available from Walter de Gruyter. Please see www.degruyter.com for more information. The term "ill-posed problems" used to mean problems with unstable solutions for which small errors in initial data lead to a significant error in the results. At present the theory itself has been sufficiently well developed. At the same time the topic is by no means exhausted. This study is an attempt at extending well-known facts to new classes of problems and at working out novel approaches to the solution of these problems. In particular, this monograph is devoted to the questions of (consistency) of ill-posed boundary-value problems for systems of various types of the first-order differential equations with constant coefficients and to the methods of their solution. The introductory chapter gives some facts of the theory of matrices and ordinary differential equations. The first chapter studies the well posedness of the problem for an arbitrary system of ordinary equations and the occurrence of ill-posed problems among them. In the second chapter a similar approach is applied to various kinds of parabolic systems and solution methods for ill-posed problems are given. The final chapter deals with he afore mentioned methods to study problems for hyperbolic-type equations. This monograph will be of value to researchers in the field of ill-posed problems for differential equations