Search
Code Directory
 ASP
 ASP.NET
 C/C++
 CFML
 CGI/PERL
 Delphi
 Development
 Flash
 HTML
 Java
 JavaScript
 Pascal
 PHP
 Python
 SQL
 Tools
 Visual Basic & VB.NET
 XML
New Code
.Net Runtime Library for Delphi 6.0.4.0
Scimbo 1.64
AnyMap JS Maps 8.4.2
GetOrgChart 2.5.3
AnyChart JS Charts and Dashboards 8.4.2
OrgChart JS 3.8.0
dbForge Compare Bundle for MySQL 8.1
dbForge Search for SQL Server 2.3
Database Workbench Pro 5.5.0
Luxand FaceSDK 7.0
SSIS Data Flow Components 1.10
Entity Developer Professional 6.3
dbForge Index Manager for SQL Server 1.9
dbForge Data Generator For MySQL 2.2
Magento Australia Post eParcel Extension 1.0
Top Code
Deals and Discounts Website Script 1.0.2
ADO.NET Provider for ExactTarget 1.0
Solid File System OS edition 5.1
Classified Ad Lister 1.0
Aglowsoft SQL Query Tools 8.2
ICPennyBid Penny Auction Script 4.0
PHP Review Script 1.0
ATN Resume Finder 2.0
ATN Site Builder 3.0
Availability Booking Calendar PHP 1.0
PHP GZ Blog Script 1.1
ATN Jobs Software 4.0
ATN Mall 2.0
WeBuilder 2015 13.3
PHP Digital Download Script 1.0.4
Top Search
Code To Add Url
Photo Add Comment Php
Export Access Blob To Jpg
Hyperlink Pictures
Twitter Update Script Php
Dirty Word
Matlab Rainfall Forecast
Gallery Comments
Login And Register Php Scripts Download
Photo Gallery Comment Php
Online Shopping Project In Html
Hm Portal
Article Directory Script For Wordpress
Image Slideshow Html Code
German Guestbook
Related Search
Division Of Polynomials
Division Of Polynomials Using Array In C
Division Of Two Polynomials Using Link List
Addition Of Polynomials
C Program For Division Of 32 Bit By 8 Bit Number
Division Of Two Number
Mul Of Polynomials Using Linked Lists
Multiplication Of Polynomials
Additon Of Polynomials In Java
Multiplication Of Polynomials Using Linked List
Addition Of Polynomials Using Linked List
Division Of Two Numbers
C Code For The Division Of Two Matrix
Addtition Of Polynomials
Addition Of Polynomials Algorithm
 Division Of Polynomials 

Code 1-20 of 60   Pages: Go to  1  2  3  Next >>  page  






Another winning division of Design Shrine Group, now offering gorgeous Flash Animated OsCommerce templates ready to go online and start selling. With or without Dropshippers, Hosting and Installation. Industries include Beauty and Fashion, Electronics, Music, DVD/Movies, Florist and much more. New templates being added weekly so check back often! /



Another winning division of Design Shrine Group, now offering gorgeous Flash Animated OsCommerce templates. Ready to sell - just install and go! With or without Dropshippers, Hosting and Installation. Industries include Beauty and Fashion,...



Virtual Image containing the ARMNLIB development environment and the GEM model from the Meteorological Research Division of the Canadian Meteorological Centre.



Automatic generation of documentation on Delphi projects from the source code. Distinctive features are extensive parsing to gather lots of information and division of the parser and the generators (HTML, (old) Windows Help, LaTeX, PDF and export...



I am adapting Prof. David Cheriton's OO software methodology to Python. It's an approach for building industrial-strength code with a disciplined architecture, consistent naming conventions, and a rigorous division of interface from...



I am adapting Prof. David Cheriton's OO software methodology to Python. It's an approach for building industrial-strength code with a disciplined architecture, consistent naming conventions, and a rigorous division of interface from...



A polynomial is a mathematical expression involving a sum of powers in one or more variables multiplied by coefficients. A general multivariate polynomial is captured with the syntax

p = sum( c_i * prod( x_j^p_ij ) ) + k



Implements the Complex Method of Constrained Optimization, as proposed by Box (1965), improved by Guin (1968) and Krus (1992), and following the method in Andresson (2001). This is capable of optimizing a "black-box" system with few...



15th July, 2005 : Poly_POWER.m is now corrected !

So, for most reasonable cases of Multiple Roots including Multiple Real Roots, this Programme should now work.

For eg, Poly_POWER works successfully for :
{ x^6 +...



Vivid Report is a library of visual components for C++ Builder and Delphi, which provides creating printable reports of almost any complexity.
Vivid Report provides perfect guaranteed printing quality and excellent productivity of designing....



Vivid Report is a library of visual components for C++ Builder and Delphi, which provides creating printable reports of almost any complexity.
Vivid Report provides perfect guaranteed printing quality and excellent productivity of designing....



Vivid Report is a library of visual components for C++ Builder and Delphi, which provides creating printable reports of almost any complexity.Vivid Report provides perfect guaranteed printing quality and excellent productivity of designing....



A given polynomial p(x) is transformed into a rational function r(x). The poles and residues of the derived rational function are found to be equivalent to the roots and multiplicities of the original polynomial.
p(x) = Given polynomial



What has this gallery: Division of photos by album; Fullscreen; Image panning; Mouse scroll; Time bar; Resizable; 3 different types for navigation between images; Set the time interval, autoplay and initial album by XML.



Web Data Grid is a component written in javascript and must be used in a html page to show a dinamic data grid.

Its most important objective is to separate the data from the way to present them into the page: this purpose is reached...



For given
p(x) = PROD[i=1,m]{SUM[j=2,n+2]{(A(i,j)*x^(j-2))^A(i,1)}}
we shall get
p(x) = SUM[s=1,N+1]{p(s)^(N+1-s)}

For example
If
p(x) = (x-4)^5 * (3x^6-7x^3+5x+2)^2 * (x^3+8)^3 * x^2
or
A = [...



STLWRITE(FILE,fv) writes a stereolithography (STL) file to FILE for a triangulated
patch defined by FV (a structure with fields 'vertices' and 'faces').

STLWRITE(FILE,FACES,VERTICES) takes faces and vertices separately, rather...



Converts a regular mesh defined by X,Y and Z into a regular triangulation. The output is patch data (triangles) in the faces d-deDUFd-deDt and vertices d-deDUVd-deDt format. The quadrilateral mesh faces are converted to triangles by splitting the...



D6 version: I don't plan to port to D6. You are encouraged to try out CCK's experimental 'content multigroup' module instead to make your own custom multi-value fieldgroups. 'Content Multigroup' can be found in CCK's 'modules' directory - follow...



It takes the input in the form of two Polynomials and output in the form of Quotient . The Quotient's are stored in an array.
We can also specify, that how many times the synthetic Division is required.