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Scilab Textbook Companion Project
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Category
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Aeronautical/Aerospace Engineering/Civil Engineering/Industrial Engineering/Mechanical Engineering/Nuclear Engineering/Ocean Engineering/Production Engineering
Computer Science/Information Technology
Chemical Engineering
Chemistry
Electrical Engineering/Electrical & Electronics Engineering/Electronics & Telecommunication Engineering/Instrumentation & Control Engineering
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Linear Algebra
Numerical Analysis
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Title of the book
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Numerical Methods For Scientists And Engineers (Written by K. S. Rao)
Numerical Methods For Scientific And Engineering Computation (Written by M. K. Jain, S. R. K. Iyengar And R. K. Jain)
Numerical Methods For Engineers (Written by S. C. Chapra And R. P. Canale)
Numerical Methods: Principles, Analysis, And Algorithms (Written by S. Pal)
Numerical Methods (Written by E. Balaguruswamy)
Numerical Methods (Written by B. Ram)
Numerical Analysis (Written by I. Jacques And C. Judd)
An Introduction To Numerical Analysis (Written by K. E. Atkinson)
Elementary Numerical Analysis: An Algorithmic Approach (Written by S. D. Conte And C. de Boor)
Introduction To Numerical Methods In Chemical Engineering (Written by P. Ahuja)
Introductory Methods Of Numerical Analysis (Written by S. S. Sastry)
About the Book
About the Contributor
Author:
I. Jacques And C. Judd
Title of the Book:
Numerical Analysis
Publisher:
Chapman And Hall
Year:
1987
Edition:
1
ISBN:
0-412-27950-9
Contributor Name:
Pragya Chordia And Shubham Mittal, Int. MSc. App. Math. (Pursuing), Mathematics, IIT Roorkee
College Teacher:
Prof. Roshan Lal
Reviewer:
Santosh Kumar, IITB
No part of any book is reproduced through these links. These links only contain the Scilab code for the solved examples in the book.
Download
(Download the Scilab codes for all the solved examples)
Download PDF
(Download the PDF file containing Scilab codes for all the solved examples)
The pdf only contains the Scilab code for the solved examples in the book. No part of the book is reproduced in the pdf.
Title of the chapter
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1. Introduction
2. Linear Algebric Equation
3. Non linear algebric equations
4. Eigenvalues and eigenvectors
5. Methods of approximation theory
6. Numerical Differntiation and Integration
7. Ordinary Differential Eqautions Initial value problem
8. Ordinary Differential Eqautions boundary value problem
Example No. (Caption):
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