Explore MATLAB source code curated for "多项式插值" with clean implementations, documentation, and examples.
Chebyshev interpolation uses Chebyshev points for polynomial interpolation to approximate continuous functions, with implementation details on node selection and error minimization algorithms.
5th-degree polynomial interpolation serves as an excellent introductory example for robotic trajectory planning, helping beginners understand motion representation concepts and trajectory generation algorithms through practical MATLAB implementation.
Data Fitting % interp1 - 1D Interpolation % spline - Spline Interpolation % polyfit - Polynomial Interpolation and Fitting % curvefit - Curve Fitting % caspe - Spline Interpolation with Various Boundary Conditions % casps - Spline Fitting (Not Available) % interp2 - 2D Interpolation % griddata - 2D Interpolation for Irregular Data % *interp - Non-monotonic Node Interpolation % *lagrange - Lagrange Interpolation Method
MATLAB implementations of various polynomial interpolation-based image processing techniques, including bicubic interpolation, spline interpolation, and other methods with code explanations
Data Processing, Polynomial Interpolation, and Curve Fitting Techniques in MATLAB with Code Implementation
A comprehensive example demonstrating the Lagrange interpolation method, including algorithm explanation and visualization techniques
Using interpolation functions with different polynomial degrees to display and mitigate Runge phenomenon in numerical approximation