Table 3.
Common approaches to data interpolation.
| Name | Summary of approach |
|---|---|
| Nearest neighbor | Assuming the value of the next-nearest sample |
| Mean analysis | Taking the mean value of the sample before and after the missing data point |
| Linear interpolation | Using the slope of a best-fit line to predict missing values, assuming a linear relationship |
| Cubic interpolation | Fitting short length “splines” over regions shaped using third-degree polynomials |
| Spline interpolation | Similar to cubic interpolation though uses short-length splines, as opposed to polynomial functions, to model missing data in a piece-wise fashion |