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عنوان
Solving complex indefinite linear system using splitting methods

پدید آورنده
Mohammed Abbas Aljubori,Abbas Aljubori,

موضوع
Complex symmetric indefinite linear system, Complex symmetric matrix, Positive-stable splitting, Negative-stable splitting, Splitting., ماتریس متقارن مختلط، شکافت، ماتریس مثبت پایدار، ماتریس منفی پایدار

رده

کتابخانه
University of Tabriz Library, Documentation and Publication Center

محل استقرار
استان: East Azarbaijan ـ شهر: Tabriz

University of Tabriz Library, Documentation and Publication Center

تماس با کتابخانه : 04133294120-04133294118

NATIONAL BIBLIOGRAPHY NUMBER

Number
T28404

LANGUAGE OF THE ITEM

.Language of Text, Soundtrack etc
انگلیسی

TITLE AND STATEMENT OF RESPONSIBILITY

Title Proper
Solving complex indefinite linear system using splitting methods
General Material Designation
Dissertation
First Statement of Responsibility
Mohammed Abbas Aljubori

.PUBLICATION, DISTRIBUTION, ETC

Name of Publisher, Distributor, etc.
Mathematical Sciences
Date of Publication, Distribution, etc.
1401

PHYSICAL DESCRIPTION

Specific Material Designation and Extent of Item
71p.
Other Physical Details
cd

DISSERTATION (THESIS) NOTE

Dissertation or thesis details and type of degree
M.S.
Discipline of degree
applied mathematics
Date of degree
1401/11/17

SUMMARY OR ABSTRACT

Text of Note
The MPNS method is a type of splitting methods that are described in this paper using the modified positive/negative-stable splitting (PNSS) of the coefficient matrix. The paper does not require that the Hermitian half of the linear symmetric complex system must be positive definite (PD) Hermitian in order to establish this class of splitting methods. Under the right circumstances, theoretical analysis demonstrates that the MPNS approach will unfailingly converge to the solution space. It is possible to get several advantageous characteristics of the associated MPNS-preconditioned matrix. The effectiveness of the MPNS approach as well as the MPNS preconditioner is demonstrated by a series of numerical tests that are given here.
Text of Note
ر این پایان‌نامه، یک روش برای حل دستگاه معادلات خطی مختلط ارایه شده است که در‌آن نیازی به معین‌ مثبت بودن ماتریس ضرایب نیست، روش تکرای فوق، شکافت اصلاح شده مثبت پایدار‌نامنفی ( MNPS) نامیده می شود. برای افزایش سرعت همگرایی این روش، پیش حالت ساز MNPS را ارایه میدهیم و شرایط همگرایی روش را بیان می‌کنیم. در ادامه با نتایج عددی کارایی روش MNPS و پیش حالت ساز MNPS رانشان میدهیم.

OTHER VARIANT TITLES

Variant Title
حل دستگاه معادلات خطی مختلط نامعین با استفاده از روش‌های شکافت

UNCONTROLLED SUBJECT TERMS

Subject Term
Complex symmetric indefinite linear system, Complex symmetric matrix, Positive-stable splitting, Negative-stable splitting, Splitting.
Subject Term
ماتریس متقارن مختلط، شکافت، ماتریس مثبت پایدار، ماتریس منفی پایدار

PERSONAL NAME - PRIMARY RESPONSIBILITY

Entry Element
Abbas Aljubori,
Part of Name Other than Entry Element
Mohammed
Relator Code
Producer

PERSONAL NAME - SECONDARY RESPONSIBILITY

Entry Element
Ebadi,
Entry Element
Hojjati,
Part of Name Other than Entry Element
Ghodrat
Part of Name Other than Entry Element
Gholamreza
Relator Code
Thesis advisor
Relator Code
Consulting advisor

CORPORATE BODY NAME - SECONDARY RESPONSIBILITY

Entry Element
Tabriz

ORIGINATING SOURCE

Country
ایران
Agency
Central Library University of Tabriz
Date of Transaction
20230411

LOCATION AND CALL NUMBER

Call Number
ارشد پایاننامه QA37/2.A22 1401

ELECTRONIC LOCATION AND ACCESS

Electronic name
Mohammed Abbas Aljubori
Contact for access assistance
عبادی

e

TL
276903

a
Y

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