Two Kriging variants add linear PDE constraints at collocation points for better interpolation of functions satisfying those equations, tested on ODEs, harmonic PDEs, and cylinder flows.
Prediction of nonlinear spatial functionals
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Optimal Linear Interpolation under Differential Information: application to the prediction of perfect flows
Two Kriging variants add linear PDE constraints at collocation points for better interpolation of functions satisfying those equations, tested on ODEs, harmonic PDEs, and cylinder flows.