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Scientific Methods: Numerical Analysis📊

A streamlined implementation of numerical methods for error estimation and polynomial interpolation,

Core Features

  • Error Analysis: Truncation, Round-off, and Propagation error studies.
  • Interpolation: Dual-method implementation (Newton & Lagrange) for function approximation.
  • Analysis: Study of Runge’s Phenomenon and polynomial sensitivity.

📊 Visual Results

Here is a glimpse of the numerical convergence and interpolation accuracy achieved in this project:

Top: Error convergence analysis (Taylor Series) | Bottom: Interpolating polynomial vs. True function.

💻 Tech Stack

Python | NumPy | Pandas | Matplotlib

About

A comprehensive numerical analysis project focusing on error estimation, Taylor series convergence, and polynomial interpolation (Newton & Lagrange methods)

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