Home Page Icon
Home Page
Table of Contents for
Cover image
Close
Cover image
by Jovana Dzunic, Ljiljana Petkovic, Beny Neta, Miodrag Petkovic
MULTIPOINT METHODS FOR SOLVING NONLINEAR EQUATIONS
Cover image
Title page
Table of Contents
Copyright
Preface
Chapter 1. Basic concepts
1.1 Classification of iterative methods
1.2 Order of convergence
1.3 Computational efficiency of iterative methods
1.4 Initial approximations
1.5 One-point iterative methods for simple zeros
1.6 Methods for determining multiple zeros
1.7 Stopping criterion
References
Chapter 2. Two-point methods
2.1 Cubically convergent two-point methods
2.2 Ostrowski’s fourth-order method and its generalizations
2.3 Family of optimal two-point methods
2.4 Optimal derivative free two-point methods
2.5 Kung-Traub’s multipoint methods
2.6 Optimal two-point methods of Jarratt’s type
2.7 Two-point methods for multiple roots
References
Chapter 3. Three-point non-optimal methods
3.1 Some historical notes
3.2 Methods for constructing sixth-order root-finders
3.3 Ostrowski-like methods of sixth order
3.4 Jarratt-like methods of sixth order
3.5 Other non-optimal three-point methods
References
Search in book...
Toggle Font Controls
Playlists
Add To
Create new playlist
Name your new playlist
Playlist description (optional)
Cancel
Create playlist
Sign In
Email address
Password
Forgot Password?
Create account
Login
or
Continue with Facebook
Continue with Google
Sign Up
Full Name
Email address
Confirm Email Address
Password
Login
Create account
or
Continue with Facebook
Continue with Google
Next
Next Chapter
Title page
Add Highlight
No Comment
..................Content has been hidden....................
You can't read the all page of ebook, please click
here
login for view all page.
Day Mode
Cloud Mode
Night Mode
Reset