Guava: Google Core Libraries for Java 32.1.2-jre · com.google.common.graph.MutableNetwork

Method Summary

Modifier and Type	Method and Description
public boolean	Returns: `true` if the network was modified as a result of this call addEdge(N nodeU, N nodeV, E edge) Adds `edge` connecting `nodeU` to `nodeV`.
public boolean	Returns: `true` if the network was modified as a result of this call addEdge(EndpointPair<N> endpoints, E edge) Adds `edge` connecting `endpoints`.
public boolean	Returns: `true` if the network was modified as a result of this call addNode(N node) Adds `node` if it is not already present.
public boolean	Returns: `true` if the network was modified as a result of this call removeEdge(E edge) Removes `edge` from this network, if it is present.
public boolean	Returns: `true` if the network was modified as a result of this call removeNode(N node) Removes `node` if it is present; all edges incident to `node` will also be removed.

Method Detail

addEdge back to summary

addEdge	back to summary
public boolean addEdge(N nodeU, N nodeV, E edge) Adds `edge` connecting `nodeU` to `nodeV`. If the graph is directed, `edge` will be directed in this graph; otherwise, it will be undirected. `edge` must be unique to this graph, just as a `Map` key must be. It must also be non-null. If `nodeU` and `nodeV` are not already present in this graph, this method will silently `add` `nodeU` and `nodeV` to the graph. If `edge` already connects `nodeU` to `nodeV` (in the specified order if this network `isDirected()`, else in any order), then this method will have no effect. Returns:boolean `true` if the network was modified as a result of this call Annotations @CanIgnoreReturnValue Exceptions IllegalArgumentException: if `edge` already exists in the graph and does not connect `nodeU` to `nodeV` if the introduction of the edge would violate `allowsParallelEdges()` or `allowsSelfLoops()`

public boolean addEdge(N nodeU, N nodeV, E edge)

Adds edge connecting nodeU to nodeV.

If the graph is directed, edge will be directed in this graph; otherwise, it will be undirected.

edge must be unique to this graph, just as a Map key must be. It must also be non-null.

If nodeU and nodeV are not already present in this graph, this method will silently add nodeU and nodeV to the graph.

If edge already connects nodeU to nodeV (in the specified order if this network isDirected(), else in any order), then this method will have no effect.

Returns:boolean

true if the network was modified as a result of this call

Annotations

@CanIgnoreReturnValue

Exceptions

IllegalArgumentException:

if edge already exists in the graph and does not connect nodeU to nodeV
if the introduction of the edge would violate allowsParallelEdges() or allowsSelfLoops()

addEdge back to summary

addEdge	back to summary
public boolean addEdge(EndpointPair<N> endpoints, E edge) Adds `edge` connecting `endpoints`. In an undirected network, `edge` will also connect `nodeV` to `nodeU`. If this graph is directed, `edge` will be directed in this graph; if it is undirected, `edge` will be undirected in this graph. If this graph is directed, `endpoints` must be ordered. `edge` must be unique to this graph, just as a `Map` key must be. It must also be non-null. If either or both endpoints are not already present in this graph, this method will silently `add` each missing endpoint to the graph. If `edge` already connects an endpoint pair equal to `endpoints`, then this method will have no effect. Returns:boolean `true` if the network was modified as a result of this call Annotations @CanIgnoreReturnValue Exceptions IllegalArgumentException: if `edge` already exists in the graph and connects some other endpoint pair that is not equal to `endpoints` if the introduction of the edge would violate `allowsParallelEdges()` or `allowsSelfLoops()` if the endpoints are unordered and the graph is directed Since 27.1

public boolean addEdge(EndpointPair<N> endpoints, E edge)

Adds edge connecting endpoints. In an undirected network, edge will also connect nodeV to nodeU.

If this graph is directed, edge will be directed in this graph; if it is undirected, edge will be undirected in this graph.

If this graph is directed, endpoints must be ordered.

edge must be unique to this graph, just as a Map key must be. It must also be non-null.

If either or both endpoints are not already present in this graph, this method will silently add each missing endpoint to the graph.

If edge already connects an endpoint pair equal to endpoints, then this method will have no effect.

Returns:boolean

true if the network was modified as a result of this call

Annotations

@CanIgnoreReturnValue

Exceptions

IllegalArgumentException:

if edge already exists in the graph and connects some other endpoint pair that is not equal to endpoints
if the introduction of the edge would violate allowsParallelEdges() or allowsSelfLoops()
if the endpoints are unordered and the graph is directed

Since

27.1

addNode back to summary

addNode	back to summary
public boolean addNode(N node) Adds `node` if it is not already present. Nodes must be unique, just as `Map` keys must be. They must also be non-null. Returns:boolean `true` if the network was modified as a result of this call Annotations @CanIgnoreReturnValue

public boolean addNode(N node)

Adds node if it is not already present.

Nodes must be unique, just as Map keys must be. They must also be non-null.

Returns:boolean

true if the network was modified as a result of this call

Annotations

@CanIgnoreReturnValue

removeEdge back to summary

removeEdge	back to summary
public boolean removeEdge(E edge) Removes `edge` from this network, if it is present. Returns:boolean `true` if the network was modified as a result of this call Annotations @CanIgnoreReturnValue

public boolean removeEdge(E edge)

Removes edge from this network, if it is present.

Returns:boolean

true if the network was modified as a result of this call

Annotations

@CanIgnoreReturnValue

removeNode back to summary

removeNode	back to summary
public boolean removeNode(N node) Removes `node` if it is present; all edges incident to `node` will also be removed. Returns:boolean `true` if the network was modified as a result of this call Annotations @CanIgnoreReturnValue

public boolean removeNode(N node)

Removes node if it is present; all edges incident to node will also be removed.

Returns:boolean

true if the network was modified as a result of this call

Annotations

@CanIgnoreReturnValue

public Interface MutableNetwork<N, E>

Method Summary

Method Detail