aggregate

Group (and apply functions to) values in one matrix based on grouping variables in another
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Mise à jour 13 juil. 2022

aggregate.m: aggregate values in a matrix

Author: Kelly Kearney

This repository includes the code for the aggregate.m and aggregatehist.m Matlab functions, along with all dependent functions required to run them.

This function groups together values of y, based on category values in x. It performs more or less like accumaray and the newer splitapply functions but with more flexible options for the grouping variable.

Contents

  • Getting started
  • Syntax
  • Examples
  • Contributions

Getting started

Prerequisites

This function requires Matlab R14 or later.

Downloading and installation

This code can be downloaded from Github or the MatlabCentral File Exchange. The File Exchange entry is updated daily from the GitHub repository.

Matlab Search Path

The following folders need to be added to your Matlab Search path (via addpath, pathtool, etc.):

aggregate-pkg/aggregate

Syntax

[xcon, yagg, yidxagg] = aggregate(x, y)
[xcon, yagg, yidxagg] = aggregate(x, y, fun)

Input variables:

  • x: n x p array, aggregator variable can be either numeric or a cell array of strings
  • y: n x m array, values to be grouped
  • fun: function handle. If included, this function is applied to the grouped values of y

Output variables:

  • xcon: unique rows of x
  • yagg: cell array of y values corresponding to each x.
  • yidxagg: row indices of aggregated values

Examples

For this example, we'll find the maximum value in each month in the following dataset:

% Sample data

nt = 1000;
t = datenum(2014,6,1) + rand(nt,1)*365;
dv = datevec(t);
y = rand(nt,5);

To aggregate by month using accumarray, you first need to translate the unique months to grouping indices, then repeat the accumulation calculation independently for each column of y. You also need to specify the output size, and add a function to get all values rather than an average:

tic;
[unqdv1,~,idx] = unique(dv(:,1:2), 'rows');
nmonth = size(unqdv1,1);
ncol = size(y,2);
ymonthly1 = zeros(nmonth,ncol);
for ii = 1:ncol
    ymonthly1(:,ii) = accumarray(idx, y(:,ii), [nmonth 1], @(x) max(x,[],1));
end
toc

unqdv1
ymonthly1
Elapsed time is 0.004129 seconds.

unqdv1 =

        2014           6
        2014           7
        2014           8
        2014           9
        2014          10
        2014          11
        2014          12
        2015           1
        2015           2
        2015           3
        2015           4
        2015           5


ymonthly1 =

       0.9828      0.99894      0.99039      0.99836      0.99153
      0.97251      0.98854      0.99534      0.99817      0.99373
      0.99326      0.98096      0.99718      0.97635      0.99907
      0.98464      0.99274      0.99434      0.99898      0.98916
      0.99374      0.98904      0.99184      0.98563       0.9946
      0.96326      0.94601      0.99774      0.98785       0.9928
      0.98269      0.98128      0.96038      0.99827      0.97032
      0.99108      0.99053      0.99389      0.99406      0.99808
      0.98049      0.97057      0.99275      0.97529       0.9952
      0.98287      0.97395      0.99563      0.99642      0.98981
      0.99646      0.99582      0.99945      0.96349      0.99475
      0.97861      0.98167      0.99644       0.9871      0.98205


The aggregate function simplifies the syntax by removing the need for the aggregator (the first input to either accumarray or aggregate) to be positive integers. It also performs the aggregations on all columns of y at once, both simplifying syntax and speeding up the calculation (relative to looping and repeating accumarray, as above).

tic;
[unqdv2, ymonthly2] = aggregate(dv(:,1:2), y, @(x) max(x,[],1));
ymonthly2 = cat(1, ymonthly2{:});
toc

unqdv2
ymonthly2
Elapsed time is 0.002709 seconds.

unqdv2 =

        2014           6
        2014           7
        2014           8
        2014           9
        2014          10
        2014          11
        2014          12
        2015           1
        2015           2
        2015           3
        2015           4
        2015           5


ymonthly2 =

       0.9828      0.99894      0.99039      0.99836      0.99153
      0.97251      0.98854      0.99534      0.99817      0.99373
      0.99326      0.98096      0.99718      0.97635      0.99907
      0.98464      0.99274      0.99434      0.99898      0.98916
      0.99374      0.98904      0.99184      0.98563       0.9946
      0.96326      0.94601      0.99774      0.98785       0.9928
      0.98269      0.98128      0.96038      0.99827      0.97032
      0.99108      0.99053      0.99389      0.99406      0.99808
      0.98049      0.97057      0.99275      0.97529       0.9952
      0.98287      0.97395      0.99563      0.99642      0.98981
      0.99646      0.99582      0.99945      0.96349      0.99475
      0.97861      0.98167      0.99644       0.9871      0.98205


Contributions

Community contributions to this package are welcome!

To report bugs, please submit an issue on GitHub and include:

  • your operating system
  • your version of Matlab and all relevant toolboxes (type ver at the Matlab command line to get this info)
  • code/data to reproduce the error or buggy behavior, and the full text of any error messages received

Please also feel free to submit enhancement requests, or to send pull requests (via GitHub) for bug fixes or new features.

I do monitor the MatlabCentral FileExchange entry for any issues raised in the comments, but would prefer to track issues on GitHub.

Published with MATLAB R2019a

Citation pour cette source

Kelly Kearney (2024). aggregate (https://github.com/kakearney/aggregate-pkg), GitHub. Récupéré le .

Compatibilité avec les versions de MATLAB
Créé avec R2013a
Compatible avec toutes les versions
Plateformes compatibles
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aggregate

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Version Publié le Notes de version
1.1.0.1

linked GitHub readme

1.1.0.0

Linked to GitHub repository.

1.0.0.0

Pour consulter ou signaler des problèmes liés à ce module complémentaire GitHub, accédez au dépôt GitHub.
Pour consulter ou signaler des problèmes liés à ce module complémentaire GitHub, accédez au dépôt GitHub.