|
Links to on-line resources: documents, research descriptions,
presentations and hyperlinks.
Link to index in pdf file: Coming soon.
Back to top
Back to top
Game of Life
John Conway's Game of Life is perhaps the most well known of all cellular
automata. It is a two-dimensional, two-state CA with three simple rules:
- A live cell with two or three live neighbours stays alive (survival)
- A dead cell with exactly three live neighbours becomes a live cell
(birth)
- A cell with more than three live neighbours or less than one neighbour
dies or stays dead (overcrowding or loneliness)
(more...)
Start Game of Life!
Instructions
To Run the Simulation:
- Click ‘Start Game of Life!’ button to open
- Click Randomise button OR Click on the Draw button then Click
and Drag in the empty frame to ‘draw’
- Click the ‘Run’ button
Lorenz Attractor
Edward Lorenz's strange attractor is a classic example of chaotic behaviour
in a dynamical system. (more...)
Start Lorenz Attractor!
Instructions
- Click ‘Start Lorenz’s Attractor!’ button to open
- Enter parameters in the windows on the RHS
- Click on the ‘Trace’ button to see the simulation run, OR
- Click on the ‘Calculate’ button to see the final result
Back to top
Back to top
Under development
Back to top
Back to top
|