Primitives to manipulate groups of processes.
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| struct | nm_coll_topology_s |
| | a description of hierarchy of processes; both vects are empty when no topology is available More...
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| typedef struct nm_group_s * | nm_group_t |
| | type for groups
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| nm_group_t | nm_group_new (void) |
| | create a new empty group
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| void | nm_group_add_node (nm_group_t p_group, nm_gate_t p_gate) |
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| int | nm_group_size (nm_group_t group) |
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| int | nm_group_rank (nm_group_t group) |
| | rank of self in the group; -1 if self is not member of the group
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| nm_gate_t | nm_group_get_gate (nm_group_t p_group, int rank) |
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| int | nm_group_get_dest (nm_group_t p_group, nm_gate_t p_gate) |
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| const struct nm_coll_topology_s * | nm_group_get_topology (nm_group_t p_group) |
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| nm_group_t | nm_group_world (void) |
| | get a new group containing all nodes
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| int | nm_group_compare (nm_group_t group1, nm_group_t group2) |
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| void | nm_group_free (nm_group_t group) |
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| nm_group_t | nm_group_dup (nm_group_t group) |
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| nm_group_t | nm_group_incl (nm_group_t group, int n, const int ranks[]) |
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| nm_group_t | nm_group_excl (nm_group_t group, int n, const int ranks[]) |
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| nm_group_t | nm_group_union (nm_group_t group1, nm_group_t group2) |
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| nm_group_t | nm_group_intersection (nm_group_t group1, nm_group_t group2) |
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| nm_group_t | nm_group_difference (nm_group_t group1, nm_group_t group2) |
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| int | nm_group_translate_ranks (nm_group_t p_group1, int n, const int *ranks1, nm_group_t p_group2, int *ranks2) |
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Primitives to manipulate groups of processes.
◆ nm_group_t
◆ nm_group_add_node()
◆ nm_group_compare()
◆ nm_group_difference()
◆ nm_group_dup()
◆ nm_group_excl()
◆ nm_group_free()
◆ nm_group_get_dest()
◆ nm_group_get_gate()
◆ nm_group_get_topology()
◆ nm_group_incl()
◆ nm_group_intersection()
◆ nm_group_new()
◆ nm_group_rank()
rank of self in the group; -1 if self is not member of the group
Referenced by nm_comm_rank().
◆ nm_group_size()
◆ nm_group_translate_ranks()
| int nm_group_translate_ranks |
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nm_group_t |
p_group1, |
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int |
n, |
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const int * |
ranks1, |
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nm_group_t |
p_group2, |
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int * |
ranks2 |
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) |
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extern |
◆ nm_group_union()
◆ nm_group_world()
get a new group containing all nodes