Uses of Class
oracle.pgx.api.PgxPath

Packages that use PgxPath

Package	Description
oracle.pgx.api	This package contains the main Java APIs.

Uses of PgxPath in oracle.pgx.api

Methods in oracle.pgx.api that return PgxPath

Modifier and Type	Method and Description
<ID> PgxPath<ID>	PgxGraph.createPath(PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Blocking version of PgxGraph.createPathAsync(PgxVertex, PgxVertex, EdgeProperty, VertexProperty, VertexProperty).
<ID> PgxPath<ID>	Analyst.findCycle(PgxGraph graph) Find cycle looks for any loop in the graph.
<ID> PgxPath<ID>	Analyst.findCycle(PgxGraph graph, PgxVertex<ID> src) Find cycle looks for any loop in the graph.
<ID> PgxPath<ID>	Analyst.findCycle(PgxGraph graph, PgxVertex<ID> src, VertexSequence<ID> nodeSeq, EdgeSequence edgeSeq) Find cycle looks for any loop in the graph.
<ID> PgxPath<ID>	Analyst.findCycle(PgxGraph graph, VertexSequence<ID> nodeSeq, EdgeSequence edgeSeq) Find cycle looks for any loop in the graph.
PgxPath<ID>	AllPaths.getPath(PgxVertex<ID> destination) Gets the path.
<ID> PgxPath<ID>	Analyst.shortestPathDijkstra(PgxGraph graph, ID srcId, ID dstId, EdgeProperty<java.lang.Double> cost) Convenience wrapper around Analyst.shortestPathDijkstra(PgxGraph, PgxVertex, PgxVertex, EdgeProperty) taking vertex IDs instead of PgxVertex.
<ID> PgxPath<ID>	Analyst.shortestPathDijkstra(PgxGraph graph, ID srcId, ID dstId, EdgeProperty<java.lang.Double> cost, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Convenience wrapper around Analyst.shortestPathDijkstra(PgxGraph, PgxVertex, PgxVertex, EdgeProperty) taking vertex IDs instead of PgxVertex.
<ID> PgxPath<ID>	Analyst.shortestPathDijkstra(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost) Dijkstra is a fast algorithm for finding a shortest path in a graph
<ID> PgxPath<ID>	Analyst.shortestPathDijkstra(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Dijkstra is a fast algorithm for finding a shortest path in a graph
<ID> PgxPath<ID>	Analyst.shortestPathDijkstraBidirectional(PgxGraph graph, ID srcId, ID dstId, EdgeProperty<java.lang.Double> cost) Convenience wrapper around Analyst.shortestPathDijkstraBidirectional(PgxGraph, PgxVertex, PgxVertex, EdgeProperty) taking vertex IDs instead of PgxVertex.
<ID> PgxPath<ID>	Analyst.shortestPathDijkstraBidirectional(PgxGraph graph, ID srcId, ID dstId, EdgeProperty<java.lang.Double> cost, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Convenience wrapper around Analyst.shortestPathDijkstraBidirectional(PgxGraph, PgxVertex, PgxVertex, EdgeProperty) taking vertex IDs instead of PgxVertex.
<ID> PgxPath<ID>	Analyst.shortestPathDijkstraBidirectional(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost) Bidirectional dijkstra is a fast algorithm for finding a shortest path in a graph
<ID> PgxPath<ID>	Analyst.shortestPathDijkstraBidirectional(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Bidirectional dijkstra is a fast algorithm for finding a shortest path in a graph
<ID> PgxPath<ID>	Analyst.shortestPathFilteredDijkstra(PgxGraph graph, ID srcId, ID dstId, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr) Convenience wrapper around Analyst.shortestPathFilteredDijkstra(PgxGraph, PgxVertex, PgxVertex, EdgeProperty, GraphFilter) taking vertex IDs instead of PgxVertex.
<ID> PgxPath<ID>	Analyst.shortestPathFilteredDijkstra(PgxGraph graph, ID srcId, ID dstId, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Convenience wrapper around Analyst.shortestPathFilteredDijkstra(PgxGraph, PgxVertex, PgxVertex, EdgeProperty, GraphFilter) taking vertex IDs instead of PgxVertex.
<ID> PgxPath<ID>	Analyst.shortestPathFilteredDijkstra(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr) Filtered Dijkstra is a fast algorithm for finding a shortest path while also filtering edges
<ID> PgxPath<ID>	Analyst.shortestPathFilteredDijkstra(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Filtered Dijkstra is a fast algorithm for finding a shortest path while also filtering edges
<ID> PgxPath<ID>	Analyst.shortestPathFilteredDijkstraBidirectional(PgxGraph graph, ID srcId, ID dstId, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr) Convenience wrapper around Analyst.shortestPathFilteredDijkstraBidirectional(PgxGraph, PgxVertex, PgxVertex, EdgeProperty, GraphFilter) taking vertex IDs instead of PgxVertex.
<ID> PgxPath<ID>	Analyst.shortestPathFilteredDijkstraBidirectional(PgxGraph graph, ID srcId, ID dstId, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Convenience wrapper around Analyst.shortestPathFilteredDijkstraBidirectional(PgxGraph, PgxVertex, PgxVertex, EdgeProperty, GraphFilter) taking vertex IDs instead of PgxVertex.
<ID> PgxPath<ID>	Analyst.shortestPathFilteredDijkstraBidirectional(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr) Bidirectional dijkstra is a fast algorithm for finding a shortest path while also filtering edges
<ID> PgxPath<ID>	Analyst.shortestPathFilteredDijkstraBidirectional(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Bidirectional dijkstra is a fast algorithm for finding a shortest path while also filtering edges

Methods in oracle.pgx.api that return types with arguments of type PgxPath

Modifier and Type	Method and Description
<ID> PgxFuture<PgxPath<ID>>	PgxGraph.createPathAsync(PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Creates a PgxPath object representing the shortest path from one source to one destination (shortest regarding the given edge costs).
<ID> PgxFuture<PgxPath<ID>>	PgxGraph.createPathAsync(VertexSequence<ID> nodeSequence, EdgeSequence edgeSequence) Creates a PgxPath object from a sequence of vertices and edges.
<ID> PgxFuture<PgxPath<ID>>	Analyst.findCycleAsync(PgxGraph graph) Find cycle looks for any loop in the graph.
<ID> PgxFuture<PgxPath<ID>>	Analyst.findCycleAsync(PgxGraph graph, PgxVertex<ID> src) Find cycle looks for any loop in the graph.
<ID> PgxFuture<PgxPath<ID>>	Analyst.findCycleAsync(PgxGraph graph, PgxVertex<ID> src, VertexSequence<ID> nodeSeq, EdgeSequence edgeSeq) Find cycle looks for any loop in the graph.
<ID> PgxFuture<PgxPath<ID>>	Analyst.findCycleAsync(PgxGraph graph, VertexSequence<ID> nodeSeq, EdgeSequence edgeSeq) Find cycle looks for any loop in the graph.
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathDijkstraAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost) Dijkstra is a fast algorithm for finding a shortest path in a graph
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathDijkstraAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Dijkstra is a fast algorithm for finding a shortest path in a graph
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathDijkstraBidirectionalAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost) Bidirectional dijkstra is a fast algorithm for finding a shortest path in a graph
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathDijkstraBidirectionalAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, java.lang.String parentName, java.lang.String parentEdgeName)
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathDijkstraBidirectionalAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Bidirectional dijkstra is a fast algorithm for finding a shortest path in a graph
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathFilteredDijkstraAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr) Filtered Dijkstra is a fast algorithm for finding a shortest path while also filtering edges
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathFilteredDijkstraAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Filtered Dijkstra is a fast algorithm for finding a shortest path while also filtering edges
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathFilteredDijkstraBidirectionalAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr) Bidirectional dijkstra is a fast algorithm for finding a shortest path while also filtering edges
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathFilteredDijkstraBidirectionalAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr, java.lang.String parentName, java.lang.String parentEdgeName)
<ID> PgxFuture<PgxPath<ID>>	Analyst.shortestPathFilteredDijkstraBidirectionalAsync(PgxGraph graph, PgxVertex<ID> src, PgxVertex<ID> dst, EdgeProperty<java.lang.Double> cost, GraphFilter filterExpr, VertexProperty<ID,PgxVertex<ID>> parent, VertexProperty<ID,PgxEdge> parentEdge) Bidirectional dijkstra is a fast algorithm for finding a shortest path while also filtering edges