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What is Numerical Differentiation Techniques about?

1. The document discusses numerical differentiation methods to approximate derivatives of functions. It introduces forward, backward and central difference formulas using 2, 3 or more points to build interpolating polynomials. 2. Error analysis shows the approximation error depends on higher order derivatives of the function and the grid spacing. Three-point and five-point formulas with explicit error terms are derived. 3. As an example, the document uses the 3-point and 5-point formulas to approximate the

Author

Rimsha

Language

EN