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| | Linear Kriging |
 | | Because the semivariogram is isotropic, the ordinary kriging estimator for the value at any point x in the plane depends on x only through its distances a, b, and c to the three vertices, respectively. |
 | | In the case of kriging with three neighbors, the contours are all infinite in extent, because we cannot simultaneously have all three coefficients 1-2z, z-2, and 1+z greater than or equal to zero. |
 | | It is evident from the form of equation [1] that the kriged surface is continuous everywhere, but it is not necessarily differentiable everywhere: in the example with z=2, the contours for r=0 and r=2 cover the points where the surface does not have a unique slope. |
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