Gloss World Cup of Java UNIX Tools Food I Like Know me more Gallery Search Engine
Here I'm being a bragster . I'm sticking in a few crap applets that I made during my leisure. You will find some useful links here as well.
8-Queens
The 8-queens problem is a well-known constraint satisfaction problem (CSP) of classical AI.
The task is: given a standard chessboard and 8 chess queens, place them on the board so that no queen is on the line of attack of any other queen.
This problem can be easily generalized to the case of N queens on the NxN board.
Sorting Algorithms
Click on each box to see the sorting actually work. To compare one with another you can click simultaneously on more than one.
Nibbles
Nibbles is a Snake-Dot game.Motive of the game is to capture as many dots possible by running over the dots.
Your Snake is BLACK and computer is RED.You should play with UP , DOWN ,RIGHT & LEFT arrow keys.Start off straight away.WARNING : You have to be really fast
Fractal Tendrils
This is an example of fractals. Fractals produces wonderful designs ,it consits of a simple mathematical formula which when replicated
several times generates a pattern. In this example , a simple straight line is turned on a small angle on each iteration, when a limit is reached another
set of lines are drawn. Color is secondary affair.
Life Genesis
Life Genesis, is an old favourite ,invented by Cambridge mathematician John Conway
in the 1970s. Life simulates a microbe colony. The cells are displayed in a grid.
Each cell lives or dies according to a few rules.
A cell can be either alive or dead .If an empty cell has exactly 3 neighbours , it becomes alive (is born). If a living cell has either 2 or 3 neighbours , it continues to live . But if a living cell has fewer than 2 neighbours it dies (presumably from loneliness), and if it has more than 3 neighbours it also dies (from overcrowding). Some simple patterns behave in predictable ways.For example , a four-by-four block of living cells is stable; since every cell has three living neighbours, they all continue to live. However, a line of three cells (called Semaphore) will flip back and forth between vertical and horizontal; the cell in the middle lives , the ones at the ends die and new cells are born next to middle.
Draw a pattern with mouse , and keep pressing F3 key to see fascinating patterns in each generation.
To start with draw an inverted 'U'. And see what happens.
Scrolling Marquee
A Simple Windows application of Scrolling Text . Try it.
Hang Man
A classical game which we usually play during class hours , stealing the eyes of our professors. This is a simple
graphical reproduction of the classical game.
Fractal Fern
Another instance of Fractals generating a nice looking Fern leaf.
Magic Square
The concept,is simple. The program asks the user to input the size of the square that he or she wishes to construct,
keeping in mind that it must be an odd integer between 3 and 15. The numbers that are placed inside the square are integers
between 1 and the square of the input size. Theoretically, the program is capable of handling much larger squares, but
displaying them on a limited-size screen resolution would make the task that much harder. The computer then goes about
using the algorithm to figure out what numbers go in each box so that the sum of any row, column, or diagonal is
constant within the "Magic Square" of the input size.
Various useful links : (move your cursor over the circles)
