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recurrence-relation

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Efficient higher-order differentiation using recurrence relations. Compute derivatives of composite functions without symbolic differentiation or finite differences.

  • Updated Jul 4, 2026
  • Python

Recurrence relations can vary greatly in complexity and form depending on the specific sequence or problem being modeled. They are often used in algorithm analysis, dynamic programming, and solving various types of mathematical and computational problems.

  • Updated Apr 14, 2024

Recurrify parses any recurrence relation through a hand‑written recursive‑descent parser, classifies it, and solves it using Master Theorem, Recursion Trees, Iteration, or the Characteristic Equation. It generates step‑by‑step LaTeX derivations, verifies solutions symbolically and numerically, and offers an interactive guided‑reasoning mode all de

  • Updated Mar 15, 2026
  • Python

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