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عنوان
An Explicit Method For The Numerical Solution of ODEs

پدید آورنده
Lenda Ali Akbar Shakir,Ali Akbar Shakir,

موضوع
Ordinary differential equations, Taylor-like explicit methods, Stability, Convergence,معادلات دیفرانسیل معمولی، روشهای صریح شبه تیلور، پایداری، همگرایی

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
T28994

LANGUAGE OF THE ITEM

.Language of Text, Soundtrack etc
انگلیسی

TITLE AND STATEMENT OF RESPONSIBILITY

Title Proper
An Explicit Method For The Numerical Solution of ODEs
General Material Designation
Dissertation
First Statement of Responsibility
Lenda Ali Akbar Shakir

.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
62p.
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
1401/11/19

SUMMARY OR ABSTRACT

Text of Note
In this dissertation, a novel generalized like a Taylor, being overt approach ordinarydifferential equations (ODEs) that are difficult to solve investigated. ODEs aredifferential equations that describe physical phenomena. A discussion is had on the erroranalysis and the stability analysis of the offered approaches. It has been shown that theseapproaches possess the L-stability characteristic in addition to having arbitrarily highorders of convergence. It has been shown that the suggested approaches are moreaccurate than other ways of a similar nature by applying them to various challengingissues and comparing the numerical results obtained with those obtained by othermethods of a similar kind.
Text of Note
در این پایان نامه، یک روش صریح شبه تیلور تعمیم یافته جدید برای حل معادلات دیفرانسیل معمولی سخت مطالعه شدهاست. تجزیه و تحلیل خطا و پایداری این روشها مورد بحث قرار گرفته است . نشان داده شده است که این روشها مرتبهبالایی از همگرایی و خاصیت -Lپایداری دارند. با بکار بردن این روشها برای برخی از مسائل سخت و مقایسه جوابهایعددی با روشهای مشابه، نشان داده شده است که این روشها بسیار دقیق هستند

OTHER VARIANT TITLES

Variant Title
یک روش صریح شبه تیلور تعمیم یافته جدید برای معادلات دیفرانسیل معمولی سخت

UNCONTROLLED SUBJECT TERMS

Subject Term
Ordinary differential equations, Taylor-like explicit methods, Stability, Convergence
Subject Term
معادلات دیفرانسیل معمولی، روشهای صریح شبه تیلور، پایداری، همگرایی

PERSONAL NAME - PRIMARY RESPONSIBILITY

Entry Element
Ali Akbar Shakir,
Part of Name Other than Entry Element
Lenda
Relator Code
Producer

PERSONAL NAME - SECONDARY RESPONSIBILITY

Entry Element
Hojjati,
Entry Element
Fazeli,
Entry Element
Ebadi,
Part of Name Other than Entry Element
Gholam Reza
Part of Name Other than Entry Element
Somayeh
Part of Name Other than Entry Element
Ghodrat
Relator Code
Thesis advisor
Relator Code
Thesis advisor
Relator Code
Consulting advisor

CORPORATE BODY NAME - SECONDARY RESPONSIBILITY

Entry Element
Tabriz

ORIGINATING SOURCE

Country
ایران
Agency
Central library of Tabriz University
Date of Transaction
20230902

LOCATION AND CALL NUMBER

Call Number
ارشد پایاننامه QA37/2.A43 1401

ELECTRONIC LOCATION AND ACCESS

Electronic name
Lenda Ali Akbar Shakir
Contact for access assistance
عبادی

e

TL
276903

a
Y

Proposal/Bug Report

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