## Gregory Newton Backward Interpolation Method

Gregory Newton Backward Interpolation Method can be used to derive difference formula when the x values are at equidistant intervals and the value to be...

Skip tto content
##
Technology Articles Blog

#
Category: Advanced Mathematics

##
Gregory Newton Backward Interpolation Method

##
C Program to evaluate forward difference

##
Reducing Lagranges interpolation formula to Linear interpolation

##
Testing convergence of a sample Logarithmic series using Leibnitz’s rule

##
Discussing Convergence of Iteration and Newton Raphson Methods

##
Solving Equations by Jacobi’s Iteration Method

##
Solving a set of equations using Gauss Seidal Elimination Method

##
Finding Inverse of a Matrix using Gauss Elimination Method

##
Gauss Jordan Elimination Method

##
Gauss Elimination Method

##
Finding Roots of equation x3-3×2+x+1=0

##
Finding measure of skewness and kurtosis for Poisson distribution

##
Proving Inversion Mapping

##
Find 4th Root of 1 and Square root of -8i

##
Finding Linear Fractional Transformation

##
Transformation of W=eZ

##
Forming a Bi-Linear Transformation which maps a set of points

##
How to determine which mathematical functions are analytic

##
Mathematical solution for checking a certain function satisfy Laplace Equation

##
Locus of a point Z satisfying condition |Z-1| + |Z+1| = 4

##
Find a root of x = e^{-x} using Regular Falsi Method

##
Find a root of x = e^{-x} using Bisection Method

##
Newton Raphson Method Example – Find root of e^{-x} = Sin X

##
Numerical solution of a transcendental equation 1.5x – tanx – 0.1 = 0

##
Numerical solution by method of Iteration

Technology Articles Blog

Gregory Newton Backward Interpolation Method can be used to derive difference formula when the x values are at equidistant intervals and the value to be...

Below is a C program to evaluate forward difference and thus print a forward difference table for n function values –...

Below is an amazing solution to prove that when n=2, Lagranges interpolation formula reduces to Linear interpolation –...

Below is the solution to test convergence of a sample Logarithmic series –...

We use various Numerical methods to solve algebraic and transcendental equations. All these methods converge the result to a single root after various approximations specific...

Jacobi’s Iteration method is an interesting method to solve equations by simple iteration method. Here is an example – ...

Here is an excellent example of Gauss Seidal elimination method to solve a set of equations –...

Here is an intelligent and simple way to find the inverse of a matrix using Gauss Elimination method –...

Here is a well explained solution to solve a set of equations using Gauss Jordan Elimination method –...

Below is a well explained solution for a set of equations using Gauss Elimination method. Enjoy! ...

We will be using Newton Raphson method to find the root of this equation. Enjoy!...

Here we define what Poisson Distribution is how to measure its skewness and kurtosis....

Here we venture to prove that Inversion Mapping maps the totality of circles lines in the Z plane on to the same that of W plane...

Here is an interesting solution to find nth root of a complex number Z. Here we use a general equation to find the 4th root...

Ok, here is a beautiful mathematical solution to find the Linear Fractional Transformation which maps |Z| <= 1 on to |W| <=1 such that Z =...

Here we discuss transformation of W = eZ...

Here is a mathematical solution for forming a Bi-Linear Transformation which maps the points (1, i,-1) onto the points (i,0,-i) and hence finding the image of...

Here is the solution on how to determine if a mathematical function is analytic –...

Here is an attempt to check if a function satisfies Laplace Equation and determining corresponding analytical function –...

Here is a fun solution for Mathematics students to find the locus of a point Z satisfying condition |Z-1| + |Z+1| = 4 – ...

Regular Falsi method is a numerical method to derive the root of a polynomial. The advantage of Regular Falsi over Bisection method is that the convergence...

Bisection method is the most simplest method of solving algebraic or transcendental equations. It involves selecting an interval [a,b] in which the root lies such...

Newton Raphson method is the core in computer Numerical analysis software programs to find root of equations such as e<sup>-x</sup> = Sin X. Complete solution is...

Solving 1.5x – tanx – 0.1 = 0, using iteration method – Iteration is a method of solving algebraic or transcendental equation and is widely used...

Solving x = 1/ (1+x)1/2 using iteration method – Iteration is a method of solving algebraic or transcendental equation and is widely used in computer...