Introduction to Conway's Game of Life

Conway's Game of Life is a cellular automaton game designed by mathematician John Conway, where the evolution process is entirely determined by the initial state. The game is Turing complete and can simulate a universal computer.

How to Play Conway's Game of Life

1

Game Homepage

Access the game homepage to start playing.

Game Homepage
2

Initialize Grid

Set initial distribution of live and dead cells on an infinite 2D grid.

Initialize Grid
3

Apply Rules

Calculate the survival status of the next generation of cells based on game rules. Rules include: 1. Live cell dies if it has fewer than 2 neighbors; 2. Live cell survives with 2-3 neighbors; 3. Live cell dies if it has more than 3 neighbors; 4. Dead cell revives if it has exactly 3 neighbors.

Apply Rules
4

Observe Evolution

Repeat the calculation process and observe the evolution of patterns. You can try classic patterns like gliders or oscillators.

Observe Evolution
5

Dark Mode

Players can use dark mode for nighttime gameplay.

Dark Mode

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Ready to explore the fascinating world of Conway's Game of Life? Start experiencing this classic cellular automaton game now!

Frequently Asked Questions about Conway's Game of Life

What is Conway's Game of Life?

Conway's Game of Life is a cellular automaton invented by mathematician John Conway, simulating the evolution of life through simple rules.

How to play Conway's Game of Life on Google?

Simply enter 'Conway's Game of Life' in the Google search bar to directly experience the game.

What is a glider in Conway's Game of Life?

A glider is a basic pattern in the game of life that can move periodically on the grid, serving as an important element for studying game characteristics.

What is the difference between The Game of Life and Conway's Game of Life?

The Game of Life usually refers to board games, while Conway's Game of Life is a cellular automaton simulation game.

What are some classic patterns in Conway's Game of Life?

They include static patterns (still lifes), oscillators, and spaceships like gliders.

Why is Conway's Game of Life important?

It demonstrates how simple rules can generate complex behaviors, holding significant implications for computer science, mathematics, and complex systems research.

What are the basic rules of the game?

1. Live cell dies if it has fewer than 2 neighbors; 2. Live cell survives with 2-3 neighbors; 3. Live cell dies if it has more than 3 neighbors; 4. Dead cell revives if it has exactly 3 neighbors.

Are there winning conditions in the game?

There are no traditional winning conditions; the main purpose is to observe the evolution process of patterns and discover new patterns.

Why is the game said to be Turing complete?

Because the game can simulate a universal Turing machine, theoretically capable of performing any computation task.

Is the grid in the game finite?

The grid is theoretically infinite, but in practical implementation, finite grids or toroidal topologies are often used.