Client Account:   Login
Home Site Statistics   Contact   About Us   Wednesday, March 29, 2017

users on-line: 2 | Forum entries: 6   
j0185201- Back to Home
   Skip Navigation LinksHOME › AREAS OF EXPERTISE › Use of Numerical Differentiation

OVERVIEW
Numerical Differentiation

Numerical differentiation deals with the calculation of derivatives of a smooth function:

y = f(x)

defined on a discrete set of grid points (x0, x1, x2... xN).

The construction of numerical approximations of the derivatives is based on finite difference formalisms.

One approach we use is the use of Taylor series approximations. The Taylor series expansion method has the advantage of providing information about the error involved in the approximation. The McLaurin series expansion techniques will also yield similar approximations.







Skip Navigation Links.

Home Skip Navigation Links
   Algorithms, Graphics, Vectors,
            implementation techniques.
   Mineral Transactions info,
            sales, agreements...
   Numerical Modeling services
            mineral environment.
   Want to know about Mining?
            basic knowledge here...
   What are Mineral Commodities?
            our elementary charts.
   Math, Analysis and More...
            our expertise in the matter.

 

Platform Implementation

Home Algorithm Implementation
We design applications for different environments and platforms...
        Home Graphics and Animation
The graphics classes in Smalltalk were designed...
        Home Optimization Algorithms
An optimization problem is a numerical problem...
        Home Vectors and Matrices
The concise notation introduced in linear algebra for vector...
 



2017 © Keystone Mining Post  |   2461 E. Orangethorpe Av., Fullerton, CA 92631 USA  |   info@keystoneminingpost.com