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Fibonacci's rabbit theory, introduced in his 1202 work "Liber Abaci," describes a hypothetical scenario where a pair of rabbits breed every month, starting from the second month of their life. The model assumes that each pair produces another pair of rabbits every month, leading to a sequence of rabbit pairs that follows the Fibonacci sequence: 1, 1, 2, 3, 5, 8, and so on. This sequence illustrates exponential growth and is foundational in understanding patterns in nature, such as the arrangement of leaves, flowers, and even the branching of trees. The theory exemplifies how simple rules can lead to complex outcomes in biological populations.

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3w ago

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