Originally Posted by

**Gajan**
I need a book in Numerical method containing all these chapters..Plz Help....

1. Introduction 1.1 Introduction to Numerical Method

1.2 Needs of Numerical Methods

1.3 Number and their accuracy

1.4 Errors (Absolute, Relative, rounding off error, truncation error, general error formula)

1.5 Convergence

2. System of non-linear equations

2.1 Introduction

2.2 Graphical Method

2.3 The interaction Method

2.4 The bisection Method

2.5 Newton Raphson Method

2.6 Secand Method

2.7 Fixed point interaction

2.8 Zeros of polynomials ------method

3. Interpolation

3.1 Introduction

3.2 Polynomial forms

3.3 Linear interpolation

3.4 Language interpolation polynomial

3.5 Spline interpolation

3.6 Chebyshev interpolation polynomial

3.7 Least square method of fitting continuous and discrete data or function

4. Numerical differentiation and integration 5

4.1 Introduction

4.2 Numerical differentiation

4.3 Numerical integration

4.4 Numerical double integration

5. Matrices and linear systems of equations

5.1 Introduction

5.2 Review of the properties of matrices

5.3 Solution of linear system-direct methods

5.4 Solution of linear system- iterative methods

5.5 The eigenvalue Problem

5.6 Singular value decomposition

6. Numerical solution of ordinary differential equations

6.1 Introduction

6.2 Euler's method for solving ordinary differential equaton

6.3 Runga-***** methods

6.4 Predictor- Corrector methods

6.5 Simultaneous and higher order equations

6.6 Initial value problems

6.7 Boundary value problems

7. Numerical Solution of partial differential equations

7.1 Introduction

7.2 Finite-difference approximations to derivates

7.3 Laplace's Equation

7.4 Parabolic Equations

7.5 Iterative methods for the solution of equations

7.6 Hyperbolic equation

Plz send me a book or note Thanks...