Description Usage Arguments Value See Also Examples

Given a graph with a minimum cost arborescence, the
`maERO`

function divides the cost of the arborescence
among the agents according to the ERO rule. For that
purpose, the irreducible form of the problem is obtained.
The ERO rule is just the Shapley value of the cooperative
game associated with the irreducible form.

1 | ```
maERO(nodes, arcs)
``` |

`nodes` |
vector containing the nodes of the graph,
identified by a number that goes from |

`arcs` |
matrix with the list of arcs of the graph. Each row represents one arc. The first two columns contain the two endpoints of each arc and the third column contains their weights. |

`maERO`

returns a matrix with the agents and their
costs.

The more general function maRules.

1 2 3 4 5 6 |

cooptrees documentation built on May 30, 2017, 8:11 a.m.

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