Maschinennäherung
Maschinennäherung refers to the approximation of mathematical functions using computational methods, typically implemented on digital computers. This concept is fundamental in numerical analysis and is employed when an exact analytical solution is either impossible to obtain or computationally too expensive. The goal is to find a function that is close to the original function within a specified range and with a desired level of accuracy.
Common techniques for maschinennäherung include polynomial interpolation, such as using Chebyshev polynomials or Lagrange polynomials, and
The choice of approximation method depends on factors like the desired accuracy, the smoothness of the original