Abstract: New non-asymptotic uniform error bounds for approximating func-tions in reproducing kernel Hilbert spaces are given using F. Girosi’s approach to derive approximation theoretic results from statistical learning theory. The authors congratulate Professor Charles Chui on the occasion of his sixty fifth birthday. 1
A reproducing kernel Hilbert space (RKHS) approximation problem arising from learning theory is inve...
In this paper we analyze a greedy procedure to approximate a linear functional defined in a reproduc...
This paper reviews the functional aspects of statistical learning theory. The main point under con-s...
The paper studies convex stochastic optimization problems in a reproducing kernel Hilbert space (RKH...
Abstract. We give several properties of the reproducing kernel Hilbert space induced by the Gaussian...
We find probability error bounds for approximations of functions f in a separable reproducing kernel...
A general framework for function approximation from finite data is presented based on reproducing ke...
We investigate the generalization performance of some learning problems in Hilbert function Spaces. ...
We follow a learning theory viewpoint to study a family of learning schemes for regression related t...
We investigate the generalization performance of some learning prob-lems in Hilbert function Spaces....
Abstract. We give theoretical analysis for several learning problems on the hypercube, using the reg...
This work deals with a method for building Reproducing Kernel Hilbert Space (RKHS) from a Hilbert sp...
We investigate the generalization performance of some learning problems in Hilbert functional Spaces...
AbstractWe study the worst case setting for approximation of d variate functions from a general repr...
This paper reviews the functional aspects of statistical learning theory. The main point under consi...
A reproducing kernel Hilbert space (RKHS) approximation problem arising from learning theory is inve...
In this paper we analyze a greedy procedure to approximate a linear functional defined in a reproduc...
This paper reviews the functional aspects of statistical learning theory. The main point under con-s...
The paper studies convex stochastic optimization problems in a reproducing kernel Hilbert space (RKH...
Abstract. We give several properties of the reproducing kernel Hilbert space induced by the Gaussian...
We find probability error bounds for approximations of functions f in a separable reproducing kernel...
A general framework for function approximation from finite data is presented based on reproducing ke...
We investigate the generalization performance of some learning problems in Hilbert function Spaces. ...
We follow a learning theory viewpoint to study a family of learning schemes for regression related t...
We investigate the generalization performance of some learning prob-lems in Hilbert function Spaces....
Abstract. We give theoretical analysis for several learning problems on the hypercube, using the reg...
This work deals with a method for building Reproducing Kernel Hilbert Space (RKHS) from a Hilbert sp...
We investigate the generalization performance of some learning problems in Hilbert functional Spaces...
AbstractWe study the worst case setting for approximation of d variate functions from a general repr...
This paper reviews the functional aspects of statistical learning theory. The main point under consi...
A reproducing kernel Hilbert space (RKHS) approximation problem arising from learning theory is inve...
In this paper we analyze a greedy procedure to approximate a linear functional defined in a reproduc...
This paper reviews the functional aspects of statistical learning theory. The main point under con-s...