dynamise: Add dynamic arrival times to nodes.
In netgen: Network Generator for Combinatorial Graph Problems

Description Usage Arguments Value See Also Examples

Some variants of the Vehicle Routing Problem (VRP) consider static as well as dynamic customers (nodes). This function takes a Network and dynamises it, i. e., it adds dynamic arrival times to the customers via a Poisson process.

1 2	dynamise(x, n.dynamic = NULL, dyn.customers.ratio = NULL, arrival.limit)

`x`	[`Network`] Network.
`n.dynamic`	[integer(1) \| NULL] Number of nodes, which should become dynamic. Ignored if `dyn.customers.ratio` is not `NULL`.
`dyn.customers.ratio`	[numeric(1) \| NULL] Ratio of dynamic nodes. If this is set to a numeric value in (0, 1), the parameter `n.dynamic` is ignored.
`arrival.limit`	[numeric(1)] Maximal arrival time.

[Network] Modified network (now has an additional list element 'arrival.times') and the ratio of dynamic customers as an attribute.

generateRandomNetwork, generateClusteredNetwork, generateGridNetwork

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x = generateClusteredNetwork(n.points = 100L, n.cluster = 4L, upper = 100, n.depots = 2L)
x = dynamise(x, dyn.customers.ratio = 0.3, arrival.limit = 400)
print(x)

Loading required package: BBmisc
Loading required package: mvtnorm
Loading required package: lhs
Loading required package: checkmate
Clustered 2-dimensional network.
Name:               CLUSTERED_n_100_cl_4_d_2_RqGyqf9TTC
Comment(s):         cl=4
Edge weight type:   EUC_2D
Number of nodes:    100
Number of clusters: 4
Number of depots:   2
Head of coordinate matrix:
        x1       x2 types membership
1 39.11473 33.68019 depot          0
2 61.13215 85.84677 depot          0
3 65.68000 90.11000  node          1
4 55.82000 85.45000  node          1
5 54.08000 85.43000  node          1
...