Iterative sparse interpolation in reproducing kernel Hilbert spaces [PDF]
The problem of interpolating data in reproducing kernel Hilbert spaces is well known to be ill-conditioned. In the presence of noise, regularisation can be applied to find a good solution. In the noise-free case, regularisation has the effect of over-smoothing the function and few data points are interpolated.
Dodd, T.J., Harrison, R.F.
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Exploring novel semi-inner product reproducing Kernels in Banach space for robust Kernel methods. [PDF]
Ding Y, Zhao Y, Pei Y.
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The impact of the exponential Kernel's bandwidth parameter on learning algorithms. [PDF]
Almahdawi MA.
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Critical evaluation of the theory and practice of feed-forward neural networks for genomic prediction. [PDF]
Kusmec A, Negus KL, Yu J.
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Regression in tensor product spaces by the method of sieves. [PDF]
Zhang T, Simon N.
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Low density marker-based effectiveness and efficiency of early-generation genomic selection relative to phenotype-based selection in dolichos bean (Lablab purpureus L. Sweet). [PDF]
Kalpana MP +8 more
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New Properties of Holomorphic Sobolev-Hardy Spaces. [PDF]
Gryc W, Lanzani L, Xiong J, Zhang Y.
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Stability and Inference of the Euler Characteristic Transform. [PDF]
Marsh L, Beers D.
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