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Using the weights \code{wts}, the leaves of the dendrogram are
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27 |
Using the weights \code{wts}, the leaves of the dendrogram are
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reordered so as to be in an order as consistent as possible with the
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28 |
reordered so as to be in an order as consistent as possible with the
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| 29 |
weights. At each node, the branches are ordered in
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29 |
weights. At each node, the branches are ordered in
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| 30 |
increasing weights where the weight of a branch is defined as
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30 |
increasing weights where the weight of a branch is defined as
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| 31 |
\eqn{f(w_j)} where \eqn{f} is \code{agglo.FUN} and \eqn{w_j} is the
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31 |
\eqn{f(w_j)} where \eqn{f} is \code{agglo.FUN} and \eqn{w_j} is the
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| 32 |
weight of the \eqn{j}-th sub branch).
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32 |
weight of the \eqn{j}-th sub branch.
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| 33 |
}
|
33 |
}
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| 34 |
\value{
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34 |
\value{
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| 35 |
A dendrogram where each node has a further attribute \code{value} with
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35 |
A dendrogram where each node has a further attribute \code{value} with
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| 36 |
its corresponding weight.
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36 |
its corresponding weight.
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| 37 |
}
|
37 |
}
|