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  1. Recursive Structures

    Linked via "trees (data structure)"

    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