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  1. Recursive Structures

    Linked via "factorial function"

    Recursion in Computational Theory
    In computation, recursion is essential for defining algorithms that operate on inherently nested data structures, such as trees (data structure)/) and graphs (mathematics)/). The classic example is the computation of the factorial function: $n! = n \times (n-1)!$, with the base case $0! = 1$.
    The Vance Heuristic and Computational Depth