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If you are processing unicode strings and you want to print the string but run into UnicodeEncodeError all the time, this script shows you some simple steps to visualize unicode strings. Platforms: Windows, Mac, *nix, Python, BSD Solaris

unified API (uAPI) provide an object oriented API for some programming language with the target to support implements same algorithm with same steps in different languages. It allows the programmers to use the favorit and best language without learn new specific lang API.Now a programmer need to... Platforms: Windows, *nix, PHP, BSD Solaris

The power of Seesmic technology is that you don't need several steps to record & upload your video, everything is performed inside thier flash application and the video is immediately available for everybody. This module also extends existent hooks as well as providing its own hook... Platforms: Windows, Mac, *nix, PHP, BSD Solaris

The following steps replace the title page in all catalog pages with same contents of navigation bar (without home and catalog and without links, of course).For example: MyStore: Hardware - Printers - HPLJ1100XI Platforms: Windows, *nix, PHP, BSD

Read the file contained in the download for simple steps to add any new page.I had problems inserting new pages using different contributions - so doing it manual means you don't need to overwrite any files - just REALLY simple 'additions' to them. Platforms: Windows, *nix, PHP, BSD

The power of Seesmic technology is that you don't need several steps to record & upload your video, everything is performed inside thier flash application and the video is immediately available for everybody. This module also extends existent hooks as well as providing its own hook... Platforms: Windows, Mac, *nix, PHP, BSD Solaris

The power of Seesmic technology is that you don't need several steps to record & upload your video, everything is performed inside thier flash application and the video is immediately available for everybody. This module also extends existent hooks as well as providing its own hook... Platforms: Windows, Mac, *nix, PHP, BSD Solaris

This script can handle multiple extrapolation steps, it can accommodate leading error terms and perform any uniform refinement scheme.The script can report a full extrapolation table, including comparing it against a previously known good solution. Key features "Richardson Extrapolation": - Able... Platforms: Windows, Mac, *nix, Matlab, BSD Solaris

Mojo Clicks is a simple click tracker easily installed in just 4 steps: 1) Create the database 2) Load the tables 3) Configure the database definitions file 4) Use the script. Uses PHP and MySQL. Features: editable link tracking and referrer tracking. Platforms: Windows, Mac, *nix, PHP, BSD Solaris

With Multi Zoomer you have a professional and skinable zoomer for not just one, but any number of images. The images are displayed as a scrollable filmstrip of thumbnails on the right side.Setup is simple - the images along with their thumbnails are specified in a config.xml file. UI buttons and... Platforms: Flash

The k-means algorithm is widely used in a number applications like speech processing and image compression.This script implements the algorithm in a simple but general way. It performs four basic steps.1. Define k arbitrary prototypes from the data samples.2. Assign each sample to the nearest... Platforms: Matlab

Matlab implementation of a monodomain reaction-diffusion model in 2-D. The model equations are a variant of the Fitzhugh-Nagumo equations modified to simulate the cardiac action potential. The progression of the two normalized state variables, membrane voltage (v) and recovery (r), is computed... Platforms: Matlab

function p_min=bisection(func,int,iter,tol_x,tol_f) It calculates the zero of a regular real function with one variable. p_min is the solution and represents the abscissa's value of the zero. The input variables are: -func: it's a string that represents the function in the variable 'x'. -int:... Platforms: Matlab

Simulation of a gaussian pulse propagated in free space through 1000 um, using finite differences.Just run the script and you'll get a surface which is made up of the pulse propagated at 1 um steps. Platforms: Matlab

This document attempts to give a hands-on description on how to make a DLL from a controller built in Simulink. This makes it possible to develop advanced controllers in Simulink, and then use them from an arbitrary application. Persons with knowledge in the C programming language should have no... Platforms: Matlab

This file illustrates the effect of a properly designed proportional integral controller on the performance of Electrohydraulic servoactuators. The description of construction, operation and mathematical modeling of the Electrohydraulic servoactuator and steps of design of the PI controller are... Platforms: Matlab

This is an end to end example of how to use Builder NE (.NET Builder) to create a full web application that utilizes data and WebFigures to display MATLAB Figurues on the Web in an interactive way.This example shows the "Magic Square" function in MATLAB where a user can specify the size of the... Platforms: Matlab

This demo helps you apply the key features of Simulink that are discussed in the "Introduction to Simulink" webinar:http://www.mathworks.com/company/events/we.../wbnr37271.htmlThe demo was specifically built using the features and concepts that are shown in the webinar; modeling a simple... Platforms: Matlab

This file illustrates the effect of a properly designed proportional integral controller on the performance of Electrohydraulic servoactuators. The description of construction, operation and mathematical modeling of the Electrohydraulic servoactuator and steps of design of the PI controller are... Platforms: Matlab

This is an end to end example of how to use Builder JA (Java Builder) to create a full web application that utilizes data and WebFigures to display MATLAB Figurues on the Web in an interactive way.This example shows the "Magic Square" function in MATLAB where a user can specify the size of the... Platforms: Matlab