Package | Description |
---|---|
com.google.common.graph |
An API for representing graph (node and edge) data.
|
Modifier and Type | Interface and Description |
---|---|
interface |
MutableNetwork<N,E>
A subinterface of
Network which adds mutation methods. |
Modifier and Type | Class and Description |
---|---|
class |
AbstractNetwork<N,E>
This class provides a skeletal implementation of
Network . |
class |
ImmutableNetwork<N,E>
A
Network whose elements and structural relationships will never change. |
Modifier and Type | Method and Description |
---|---|
static <N,E> Network<N,E> |
Graphs.transpose(Network<N,E> network)
Returns a view of
network with the direction (if any) of every edge reversed. |
Modifier and Type | Method and Description |
---|---|
static <N,E> ImmutableNetwork<N,E> |
ImmutableNetwork.copyOf(Network<N,E> network)
Returns an immutable copy of
network . |
static <N,E> MutableNetwork<N,E> |
Graphs.copyOf(Network<N,E> network)
Creates a mutable copy of
network with the same nodes and edges. |
static boolean |
Graphs.equivalent(Network<?,?> networkA,
Network<?,?> networkB)
Returns
true if networkA and networkB have the same elements and the
same relationships between elements, as exposed via the Network interface. |
static boolean |
Graphs.equivalent(Network<?,?> networkA,
Network<?,?> networkB)
Returns
true if networkA and networkB have the same elements and the
same relationships between elements, as exposed via the Network interface. |
static <N,E> NetworkBuilder<N,E> |
NetworkBuilder.from(Network<N,E> network)
Returns a
NetworkBuilder initialized with all properties queryable from network . |
static boolean |
Graphs.hasCycle(Network<?,?> network)
Returns true if
network has at least one cycle. |
static <N,E> MutableNetwork<N,E> |
Graphs.inducedSubgraph(Network<N,E> network,
Iterable<? extends N> nodes)
Returns the subgraph of
network induced by nodes . |
static <N,E> Network<N,E> |
Graphs.transpose(Network<N,E> network)
Returns a view of
network with the direction (if any) of every edge reversed. |
Copyright © 2010-2016. All Rights Reserved.