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Opti B - Prog 1
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This is an archived project. Repository and other project resources are read-only.
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Moritz Leibauer
Opti B - Prog 1
Commits
19b4e34d
Commit
19b4e34d
authored
4 years ago
by
Moritz Leibauer
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Merge branch 'Path' into 'master'
rework myShortestPath See merge request
!2
parents
b190377d
560e51f5
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1 merge request
!2
rework myShortestPath
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1
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myShortestPath.java
+22
-62
22 additions, 62 deletions
myShortestPath.java
with
22 additions
and
62 deletions
myShortestPath.java
+
22
−
62
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19b4e34d
import
java.util.ArrayList
;
import
java.util.Collections
;
import
java.util.HashMap
;
import
java.util.*
;
import
org.jgrapht.Graph
;
import
org.jgrapht.graph.DefaultWeightedEdge
;
...
...
@@ -21,80 +19,42 @@ public class myShortestPath {
predecessors
=
new
HashMap
<
Integer
,
Integer
>();
}
//Computes distances and predecessors for all nodes
//Computes distances and predecessors for all nodes
public
void
computeDistPred
()
{
for
(
Integer
vertex
:
graph
.
vertexSet
())
{
distances
.
put
(
vertex
,
Double
.
MAX_VALUE
);
predecessors
.
put
(
vertex
,
null
);
}
HashSet
<
Integer
>
setVertices
=
new
HashSet
<
Integer
>();
setVertices
.
add
(
startVertex
);
distances
.
put
(-
1
,
Double
.
MAX_VALUE
);
distances
.
put
(
startVertex
,
0
.);
// Implement your algorithm here
int
act_v
=
startVertex
;
// Dijkstra
HashSet
<
Integer
>
set_vertices
=
new
HashSet
<
Integer
>();
// Würde hier eigentlich lieber über die nicht gesetzen Knoten iterieren ...
set_vertices
.
add
(
startVertex
);
while
(
set_vertices
.
size
()
<
graph
.
vertexSet
().
size
())
{
Set
<
DefaultWeightedEdge
>
outgoing_edges
=
graph
.
outgoingEdgesOf
(
act_v
);
Iterator
<
DefaultWeightedEdge
>
out_it
=
outgoing_edges
.
iterator
();
while
(
out_it
.
hasNext
())
{
// Iteriere über alle ausgehenden Kanten des betrachteten Knoten
DefaultWeightedEdge
e
=
out_it
.
next
();
int
target
=
graph
.
getEdgeTarget
(
e
);
if
(
act_v
==
target
)
{
// Tausche Richtung der Kanten, wenn nötig!
target
=
graph
.
getEdgeSource
(
e
);
int
act
=
startVertex
;
// O(|V|^2)
while
(
act
!=
-
1
)
{
Set
<
DefaultWeightedEdge
>
outgoingEdges
=
graph
.
outgoingEdgesOf
(
act
);
for
(
DefaultWeightedEdge
e
:
outgoingEdges
)
{
// Iteriere über alle ausgehenden Kanten des betrachteten Knoten.
int
target
=
graph
.
getEdgeTarget
(
e
)
==
act
?
graph
.
getEdgeSource
(
e
)
:
graph
.
getEdgeTarget
(
e
);
// Drehe Kante nötigenfalls um.
double
totalWeight
=
distances
.
get
(
act
)
+
graph
.
getEdgeWeight
(
e
);
if
(!
distances
.
containsKey
(
target
)
||
totalWeight
<
distances
.
get
(
target
))
{
// Update Distanz und Vorgänger, wenn ein neuer kürzester Weg vorliegt.
distances
.
put
(
target
,
totalWeight
);
predecessors
.
put
(
target
,
act
);
}
if
(!
set_vertices
.
contains
(
target
))
{
// Überprüfe, ob Kante schon fest gesetzt ist. Update die Distanzen falls nicht.
double
weight
=
distances
.
get
(
act_v
)
+
graph
.
getEdgeWeight
(
e
);
if
(
weight
<
distances
.
get
(
target
))
{
// Update Distanz und Vorgänger, wenn ein neuer kürzester Weg vorliegt.
distances
.
put
(
target
,
weight
);
predecessors
.
put
(
target
,
act_v
);
}
}
}
double
min_weight
=
Double
.
MAX_VALUE
;
// Initialisiere neuen kürzesten Weg
int
min_v
=
act_v
;
for
(
Integer
v
:
graph
.
vertexSet
())
{
// Finde neuen kürzesten Weg
if
(!
set_vertices
.
contains
(
v
))
{
if
(
distances
.
get
(
v
)
<
min_weight
)
{
min_weight
=
distances
.
get
(
v
);
min_v
=
v
;
}
act
=
-
1
;
for
(
Map
.
Entry
<
Integer
,
Double
>
v
:
distances
.
entrySet
())
{
// finde nächsten Knoten
if
(!
setVertices
.
contains
(
v
.
getKey
())
&&
v
.
getValue
()
<
distances
.
get
(
act
))
{
act
=
v
.
getKey
();
}
}
if
(
set_vertices
.
contains
(
min_v
))
{
// Verhindert Entlosschleifen
break
;
}
set_vertices
.
add
(
min_v
);
act_v
=
min_v
;
setVertices
.
add
(
act
);
}
}
//Constructs the shortest path from the start node to a given end node using the list of predecessors
public
ArrayList
<
Integer
>
constructPathToNode
(
Integer
endVertex
)
{
ArrayList
<
Integer
>
path
=
new
ArrayList
<
Integer
>();
path
.
add
(
endVertex
);
while
(!
path
.
contains
(
startVertex
))
{
Integer
currentVertex
=
path
.
get
(
path
.
size
()-
1
);
Integer
nextVertex
=
predecessors
.
get
(
currentVertex
);
path
.
add
(
nextVertex
);
// O(|V|)
while
(!
path
.
get
(
0
).
equals
(
startVertex
))
{
path
.
add
(
0
,
predecessors
.
get
(
path
.
get
(
0
)));
}
Collections
.
reverse
(
path
);
return
path
;
}
...
...
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