Jip J. Dekker
f2a1c4e389
git-subtree-dir: software/mza git-subtree-split: f970a59b177c13ca3dd8aaef8cc6681d83b7e813
41 lines
2.1 KiB
MiniZinc
41 lines
2.1 KiB
MiniZinc
include "fzn_subgraph_int.mzn";
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include "fzn_subgraph_int_reif.mzn";
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include "fzn_subgraph_enum.mzn";
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include "fzn_subgraph_enum_reif.mzn";
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/** @group globals.graph
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Constrains that \a ns and \a es is a subgraph of a given directed graph.
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\a N is the number of nodes in the given graph
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\a E is the number of edges in the given graph
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\a from is the leaving node 1..\a N for each edge
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\a to is the entering node 1..\a N for each edge
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\a ns is a Boolean for each node whether it is in the subgraph
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\a es is a Boolean for each edge whether it is in the subgraph
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*/
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predicate subgraph(int: N, int: E, array[int] of int: from, array[int] of int: to,
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array[int] of var bool: ns, array[int] of var bool: es) =
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assert(index_set(from) = 1..E,"subgraph: index set of from must be 1..\(E)") /\
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assert(index_set(to) = 1..E,"subgraph: index set of to must be 1..\(E)") /\
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assert(index_set(ns) = 1..N,"subgraph: index set of ns must be 1..\(N)") /\
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assert(index_set(es) = 1..E,"subgraph: index set of es must be 1..\(E)") /\
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fzn_subgraph(N,E,from,to,ns,es);
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/** @group globals.graph
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Constrains that \a ns and \a es is a subgraph of a given directed graph.
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\a from is the leaving node for each edge
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\a to is the entering node for each edge
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\a ns is a Boolean for each node whether it is in the subgraph
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\a es is a Boolean for each edge whether it is in the subgraph
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*/
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predicate subgraph(array[int] of $$N: from, array[int] of $$N: to,
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array[$$N] of var bool: ns, array[int] of var bool: es) =
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assert(index_set(from) = index_set(to),"subgraph: index set of from and to must be identical") /\
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assert(index_set(from) = index_set(es),"subgraph: index set of from and es must be identical") /\
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assert(dom_array(from) subset index_set(ns),"subgraph: elements in from must be in index set of ns") /\
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assert(dom_array(to) subset index_set(ns),"subgraph: elements in to must be in index set of ns") /\
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fzn_subgraph(from,to,ns,es);
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%-----------------------------------------------------------------------------%
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