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Nonlinear prediction by kriging, with application to noise cancellation.

, , and . Signal Process., 80 (4): 553-566 (2000)

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Dual Control of Linearly Parameterised Models via Prediction of Posterior Densities., , and . Eur. J. Control, 2 (2): 135-143 (1996)Asymptotic behaviour of a family of gradient algorithms in Rd and Hilbert spaces., , and . Math. Program., 107 (3): 409-438 (2006)Simplicial variances, potentials and Mahalanobis distances., , and . J. Multivar. Anal., (2018)Minimum entropy estimation in semi parametric models., , and . ICASSP (2), page 1045-1048. IEEE, (2004)Robust Identification and Control Based on Ellipsoidal Parametric Uncertainty Descriptions., , and . Eur. J. Control, 6 (3): 245-255 (2000)Model Predictivity Assessment: Incremental Test-Set Selection and Accuracy Evaluation., , , , and . SIS, 406, page 315-347. Springer, (2021)On the sequential construction of optimum bounded designs. Journal of Statistical Planning and Inference, 136 (8): 2783--2804 (Aug 1, 2006)Nonlinear filtering by kriging, with application to system inversion., , and . ICASSP, page 1313-1316. IEEE Computer Society, (1999)Nonlinear prediction by kriging, with application to noise cancellation., , and . Signal Process., 80 (4): 553-566 (2000)Maximum-volume ellipsoids contained in bounded convex sets: Application to batch and on-line parameter bounding., and . System Modelling and Optimization, volume 197 of Lecture Notes in Control and Information Sciences, page 383-392. Springer, (1993)