BUILT-IN MATHEMATICA SYMBOL
Resampling
is an option that specifies the method to be used for resampling images.
- Typical settings include:
-
| "Nearest" | nearest neighbor resampling |
| "Bilinear" | bilinear interpolation |
| "Biquadratic" | biquadratic spline interpolation |
| "Bicubic" | bicubic spline interpolation |
| "Dodgson" | Dodgson polynomial interpolation |
| "Keys" | Keys polynomial interpolation |
| "SchaumQuadratic" | Schaum (Lagrange) quadratic polynomial interpolation |
| "SchaumCubic" | Schaum (Lagrange) cubic polynomial interpolation |
| "SchaumQuartic" | Schaum (Lagrange) quartic polynomial interpolation |
| "CatmullRom" | Catmull-Rom (Meijering) cubic polynomial interpolation |
| "MeijeringQuintic" | Meijering quintic polynomial interpolation |
| "German" | German polynomial interpolation |
| "Gaussian" | Gaussian resampling |
| "Lanczos" | Lanczos multivariate interpolation method |
| "Cosine" | cosine interpolation |
| "Hamming" | raised-cosine Hamming interpolation |
| "Hann" | raised-cosine Hann interpolation |
| "Blackman" | three-term generalized raised cosine |
| "Bartlett" | triangular window interpolation |
| "Welch" | Welch quadratic interpolation |
| "Connes" | squared Welch interpolation |
| "Parzen" | piecewise cubic interpolation |
| "Kaiser" | zero-order modified Bessel interpolation |
- In all of the interpolations, the window is normalized so that its values sum to 1.
Downsample an image using Gaussian interpolation:
| Out[1]= |  |
Upsample an image using a higher-order interpolation:
| Out[1]= |  |
New in 8 | Last modified in 9
