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mboost - MaRDI portal

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mboost (Q19367)

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Model-Based Boosting
Language Label Description Also known as
English
mboost
Model-Based Boosting

    Statements

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    2.9-7
    26 April 2022
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    0.4-6
    16 June 2006
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    0.4-7
    21 June 2006
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    0.4-8
    10 July 2006
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    0.4-9
    19 July 2006
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    0.4-10
    31 August 2006
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    0.4-11
    7 September 2006
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    13 September 2006
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    4 October 2006
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    27 October 2006
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    0.4-15
    6 December 2006
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    16 January 2007
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    0.5-0
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    1 March 2007
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    23 March 2007
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    19 April 2007
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    25 April 2007
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    7 May 2007
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    30 May 2007
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    31 May 2007
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    1.0-0
    13 November 2007
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    1.0-1
    9 December 2007
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    6 November 2008
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    7 November 2008
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    13 November 2008
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    2 December 2008
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    21 July 2009
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    23 September 2009
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    18 November 2009
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    2.0-0
    1 February 2010
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    1 March 2010
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    5 March 2010
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    10 March 2010
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    15 April 2010
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    22 May 2010
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    22 May 2010
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    30 September 2010
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    15 November 2010
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    19 November 2010
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    20 February 2011
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    13 April 2011
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    22 August 2011
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    2.1-0
    15 November 2011
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    2.1-1
    29 November 2011
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    2.1-2
    29 February 2012
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    2.1-3
    27 September 2012
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    2.2-0
    27 November 2012
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    2.2-1
    15 January 2013
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    2.2-2
    8 February 2013
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    2.2-3
    9 September 2013
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    2.3-0
    26 June 2014
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    2.4-0
    2 October 2014
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    2.4-1
    16 December 2014
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    2.4-2
    12 February 2015
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    2.5-0
    14 August 2015
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    2.6-0
    12 March 2016
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    2.7-0
    23 November 2016
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    2.8-0
    4 May 2017
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    2.8-1
    23 July 2017
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    2.9-0
    14 June 2018
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    2.9-1
    22 August 2018
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    2.9-2.1
    2 August 2020
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    2.9-2
    18 February 2020
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    2.9-3
    6 August 2020
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    2.9-4
    10 December 2020
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    2.9-5
    14 April 2021
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    2.9-6
    9 April 2022
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    2.9-8
    6 September 2023
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    2.9-9
    7 December 2023
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    7 December 2023
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    Functional gradient descent algorithm (boosting) for optimizing general risk functions utilizing component-wise (penalised) least squares estimates or regression trees as base-learners for fitting generalized linear, additive and interaction models to potentially high-dimensional data. Models and algorithms are described in <doi:10.1214/07-STS242>, a hands-on tutorial is available from <doi:10.1007/s00180-012-0382-5>. The package allows user-specified loss functions and base-learners.
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