woojiahao /
life
Conway's Game of Life Visualization built with Elixir and Scenic
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ElixirMIT#algorithms#conways-game-of-life#elixir#scenic
⑂ 0 forks◯ 0 issuesUpdated Feb 23, 2026
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conway-game-of-life-elixir
Conway's Game of Life with Zombies - Trabalho da disciplina TCC00304 - Linguagens de Programação
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README preview
Conway's Game of Life in Elixir
Requirements
makeelixir
How to Run
To run the project, just do make run.
If only elixir is installed and not make, do elixirc life.ex; elixir -e Game.main
You can also run it in docker. To build the conway-game-of-life-elixir image, just
do make docker-build and make docker-run to open a shell ready to execute the
program.
How it Works
The program will ask for the name of the file with the initial grid, where
0 is dead, 1 is alive, 2 is zombie and E is empty and any other characters
(except newline) are invalid and all lines and columns should all have the same length.
If the grid stabilizes before the given number of iterations, the execution will
stop and the output going to be like Stabilizes on iteration = 10, if the
program runs all of the iterations, the output will be like Last Iteration 11.
Each state of the grid is showed with its iteration number below.
Examples
We got some examples from Standford.
expansion_and_blinkers.txt
Input:
000000000
000000000
000000000
000010000
000111000
000000000
000000000
000000000
000000000
Output:
The program will run all the given iterations, due to the blinker formation.
beehive.txt
Input:
000000
000000
011110
000000
000000
Output:
000000
001100
010010
001100
000000
glider.txt
Input:
01000000000000000
00100000000000000
11100000000000000
00000000000000000
...
00000000000000000
Output:
00000000000000000
...
00000000000000000
00000000000000011
00000000000000011
zombie.txt
Input:
11000
11200
00011
00011
Output:
00000
00000
00000
00000
empty.txt
EEEEEEEEEEEEEEEEEEEEEEE
E0100000000E0000000010E
E0010000000E0000000100E
E1110000000E0000000111E
E0000000000E0000000000E
E0000000000E00000E0000E
E0000000000E0000000000E
EEEEEEEEEEEEEEEEEEEEEEE
E0000000000E0000000000E
E0000000000E0000000000E
E0000000000E0000000000E
E1110000000E0000000111E
E0010000000E0000000100E
E0100000000E0000000010E
EEEEEEEEEEEEEEEEEEEEEEE
Output:
EEEEEEEEEEEEEEEEEEEEEEE
E0000000000E0000000000E
E0000000000E0000000000E
E0000000000E0000000000E
E0000000000E0000000000E
E0000110000E00000E0000E
E0000110000E0000000000E
EEEEEEEEEEEEEEEEEEEEEEE
E0000110000E0000110000E
E0000110000E0000110000E
E0000000000E0000000000E
E0000000000E0000000000E
E0000000000E0000000000E
E0000000000E0000000000E
EEEEEEEEEEEEEEEEEEEEEEE
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