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A Bayesian Committee Machine (2000)  (Make Corrections)  (20 citations)
Volker Tresp
Neural Computation



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Abstract: The Bayesian committee machine (BCM) is a novel approach to combining estimators which were trained on di erent data sets. Although the BCM can be applied to the combination of any kind of estimators the main foci are Gaussian process regression and related systems such as regularization networks and smoothing splines for which the degrees of freedom increase with the number of training data. Somewhat surprisingly, we nd that the performance of the BCM improves if several test points are... (Update)

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BibTeX entry:   (Update)

Tresp, V., The Bayesian committee machine, Neural Computation, 12, 2000. http://citeseer.ist.psu.edu/tresp00bayesian.html   More

@article{ tresp00bayesian,
    author = "Volker Tresp",
    title = "A Bayesian Committee Machine",
    journal = "Neural Computation",
    volume = "12",
    number = "11",
    pages = "2719-2741",
    year = "2000",
    url = "citeseer.ist.psu.edu/tresp00bayesian.html" }
Citations (may not include all citations):
1291   The nature of statistical learning theory (context) - Vapnik - 1995  ACM
422   Networks for approximation and learning (context) - Poggio, Girosi - 1990
340   Bayesian Theory (context) - Bernardo, Smith - 1994
269   Bayesian learning for neural networks (context) - Neal - 1996  ACM
149   Graphical Models in Applied Multivariate Statistics (context) - Whittaker - 1990
109   An equivalence between sparse approximation and support vect.. - Girosi - 1998  ACM   DBLP
85   Prediction with Gaussian processes: from linear regression t.. - Williams
78   Gaussian processes for regression - Williams, Rasmussen - 1996
71   The connection between regularization operators and support .. - Smola, Sch et al. - 1998  ACM
53   Evaluation of Gaussian processes and other methods for non-l.. - Rasmussen - 1996  ACM
47   Monte Carlo implementation of Gaussian process models for Ba.. - Neal - 1997
46   Combining estimators using non-constant weighting functions - Tresp, Taniguchi - 1995  DBLP
45   Advances in neural information processing systems (context) - Hanson, Lippmann - 1998
21   A sparse representation for function approximation - Poggio, Girosi - 1998  ACM   DBLP
17   Bayesian model comparison and backprop nets - MacKay - 1992  DBLP
16   Bayesian numerical analysis (context) - Skilling - 1993
15   Averaging regularized estimators - Taniguchi, Tresp - 1997  ACM   DBLP
7   Smoothing regularizers for projective basis function network.. - Moody, ognvaldsson - 1997  ACM   DBLP
7   Regression Analysis (context) - Sen, Srivastava - 1990  ACM
6   ective number of parameters: an analysis of generalization a.. (context) - Moody, The - 1992
5   Spline models for observational data (context) - Stat, Ser et al. - 1990
4   Ecient implementation of Gaussian processes (context) - Gibbs, MacKay - 1997
3   the cross-validated smoothing spline (context) - Wahba - 1983
3   Finite-dimensional approximation of Gaussian processes - Ferrari-Trecate, Williams et al. - 1999  ACM   DBLP
2   Generalized additive models (context) - Computation, No et al. - 1990
2   Gaussian regression and optimal nite dimensional linear mode.. (context) - pp, Zhu et al. - 1998
1   Computing with innite neural networks (context) - Williams
1   Bayesian regression lters and the issue of priors (context) - Zhu - 1996



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