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Implementing Gauss-Elimination Method to solve simultaneous linear equations

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Matrix-Method of solving simultaneous linear equations

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After the implementation of crammer's rule came up with something new again. Matrix method of solving simultaneous linear equations.

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Implementing Kruskal's algorithm

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Kruskal's algorithm is designed to find the shortest path covering all the vertices in a graph. Here is a implementation of it using Java.


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Implementing Dijkstra's algorithm

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So what is Dijkstra's algorithm ? It is an algorithm to find the shortest possible path from a particular vertex to any other vertex. Now here is the implementation of it using Java.

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Solving 'n' no. of simultaneous linear equations using crammer's rule

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If you don't know crammer's rule check it out at Wikipedia.... If you know and check this out.......

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Gojkid's Media Player

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Creating the About Dialog Box


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Find Your Buddy....

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A simple GUI based database app to keep track of your old friends.....
No Swing. No bean. No rocket science. No multithreading. No candy-land.Nothing Just a simple applet. Some basic API methods from java.util & java.io package.



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Password enabled basic database

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Another algorithm to generate random numbers

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A more popular method of generating a random number.Mathematically its somethin like this........


resultant=(a * seed) + (b % c);

According to the original method a,b & c are constants,but here i have taken them as funtions of seed.

f(seed)=a;f(seed)=b;f(seed)=c;


The code..............



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Multi-player classic word game.

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