Interline Publishing
 info@interlinepublishing.com +91 98867 328 23 / 24 / 25   +91 80 2333 2824 Sign Up   Sign In
Interline Publishing
Skip to Reader

Procedure video

     
Title      : Math 2.4 Numerical Analysis
Subject      : Mathematics
copyright © 2018   : Karnataka State Open University
Author      : KSOU
Publisher      : Karnataka State Open University
Chapters/Pages      : 12/176
Total Price      : Rs.      : 123
 
 
To Purchase, select the individual chapter(s) or click "Select all" for the complete book.

Please scroll down to view chapter(s).
Chapters
     
Bisection Method and Iterative Methods of Transcendental Equations Total views (875)  
This unit deals with the definition of transcendental function and explains the Bisection Method, Secant and Regula-Falsi Methods and Newton Raphson Method. It also explains Muller method, Chebyshev method and describes the multipoint iteration methods to find roots of the equations.
Pages: 15
Price: Rs 0   
 
Rate of Convergence of Iterative Methods Total views (871)  
This unit defines rate of convergence of an iterative method and explains rate of convergence of Secant and Regula-Falsi Methods, and Newton- Raphson Method. It also explains rate of convergence of Muller method and Chebyshev method.
Pages: 9
Price: Rs 6.75   
 
General Iterative Methods Total views (870)  
This unit defines iteration function and explains high order Methods. It also explains acceleration of the convergence and efficiency of a method and helps in analyzing system of non-linear equations.
Pages: 15
Price: Rs 11.25   
 
Polynomial Equations Total views (868)  
This unit defines change of sign occurrence and explains Descartes' Rule of Signs and Shum's theorem. It also explains Birge-Vieta method and Bairstowmethod and helps in analyzing Graffe's Root Squaring method.
Pages: 16
Price: Rs 12   
 
Lagrange and Newton Interpolations and Finite Difference Operators Total views (679)  
There are two main uses of .interpolation or 'interpolating polynomials. The first use is in reconstructing the function f(x) when it is not given explicitly and only the value of f(x) and / or its certain order derivatives at it set of points, called nodes; tabular points or arguments are known. The second use is to replace the function f(x) by and interpolating polynomial P(x) so that many commo ......
Pages: 14
Price: Rs 10.5   
 
Hermite Interpolation, Piecewise and Spline Interpolation and Bivariate Interpolation Total views (340)  
The Hermite interpolating polynomial interpolates not only the function f(x) but also its (certain order) derivatives at a given set of tabular points.
Pages: 13
Price: Rs 9.75   
 
Approximations Total views (337)  
The commonly used classes of approximating functions include polynomials,trigonometric function, exponential functions and rational functions. However, from application view point, the polynomial functions are mostly used, although in special cases, the trigonometric, rational and other functions are also used.
Pages: 10
Price: Rs 7.5   
 
Numerical Differentiation Total views (340)  
There are several methods available to find the derivative of a function f(x) in closed form. However, when f(x) is a complicated function or when it is given in a tabular form, we use numerical methods.
Pages: 13
Price: Rs 9.75   
 
Numerical Integration Total views (341)  
There are several methods available to find the derivative of a function f(x) or to evaluate the definite integral in closed form. However, when f(x) is a complicated function or when it is given in a tabular form, we use numerical methods.
Pages: 17
Price: Rs 12.75   
 
Difference Equations, Numerical Methods, Single-Step and Multi-Step Methods Total views (357)  
Numerical difference equations play a important role in numerical analysis. Here, we give a brief in detailed topics are covered about difference equations, numerical methods, single step methods and its stability on various grounds and finally about multi-step methods.
Pages: 24
Price: Rs 18   
 
Predictor-Corrector Methods and Stiff System Total views (359)  
We shall discuss the application of the explicit and implicit multi-step methods for the solution of the initial value problems in this unit.
Pages: 17
Price: Rs 12.75   
 
Ordinary Differential Equations and Finite Difference Methods Total views (384)  
This unit explains Initial Value Problem and linear second order differential equations. It also explains non-linear second order differential equations. and describes finite difference methods.
Pages: 13
Price: Rs 9.75   
 


 
Home
About Us
Payments
Contact Us
Claims
Help
Advertising Guidelines
Safe and Secure Payment
All major credit and debit cards are accepted.
Policies: Terms of Use | Privacy    Copyright © 2019 Interline Publishing. All rights reserved.