dodgr_full_cycles: Calculate fundamental cycles on a FULL (that is,...

In dodgr: Distances on Directed Graphs

Calculate fundamental cycles on a FULL (that is, non-contracted) graph.

Description

Calculate fundamental cycles on a FULL (that is, non-contracted) graph.

Usage

dodgr_full_cycles(graph, graph_max_size = 10000, expand = 0.05)

Arguments

graph	data.frame or equivalent object representing the contracted network graph (see Details).
graph_max_size	Maximum size submitted to the internal C++ routines as a single chunk. Warning: Increasing this may lead to computer meltdown!
expand	For large graphs which must be broken into chunks, this factor determines the relative overlap between chunks to ensure all cycles are captured. (This value should only need to be modified in special cases.)

Note

This function converts the graph to its contracted form, calculates the fundamental cycles on that version, and then expands these cycles back onto the original graph. This is far more computationally efficient than calculating fundamental cycles on a full (non-contracted) graph.

See Also

Other misc: compare_heaps(), dodgr_flowmap(), dodgr_fundamental_cycles(), dodgr_insert_vertex(), dodgr_sample(), dodgr_sflines_to_poly(), dodgr_vertices(), merge_directed_graph(), summary.dodgr_dists_categorical(), write_dodgr_wt_profile()

Examples

## Not run: 
net <- weight_streetnet (hampi)
graph <- dodgr_contract_graph (net)
cyc1 <- dodgr_fundamental_cycles (graph)
cyc2 <- dodgr_full_cycles (net)

## End(Not run)
# cyc2 has same number of cycles, but each one is generally longer, through
# including all points intermediate to junctions; cyc1 has cycles composed of
# junction points only.

dodgr documentation built on June 7, 2023, 5:44 p.m.