Web Reference: A finite difference is a mathematical expression that approximates a derivative or a functional equation. Learn about the basic types (forward, backward, and central), higher-order differences, and how to use them for numerical analysis and polynomials. Learn how to approximate derivatives of a function using finite differences, which are difference quotients with a finite step size. See formulas, error estimates, and examples of first, second, and higher-order derivatives. Mar 25, 2026 · Learn the definition, properties, and applications of finite differences, the discrete analog of derivatives. Find formulas, examples, and methods for finite difference schemes and equations.
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