Satsuma
a delicious .NET graph library
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A
DictionaryProperty< T >
(
Satsuma.IO.GraphML
)
IDisjointSet< T >
(
Satsuma
)
MinimumCostMatching
(
Satsuma
)
ReverseGraph
(
Satsuma
)
Dijkstra
(
Satsuma
)
IFlow< TCapacity >
(
Satsuma
)
N
S
Arc
(
Satsuma
)
DisjointSet< T >
(
Satsuma
)
IGraph
(
Satsuma
)
ArcLookupExtensions
(
Satsuma
)
DisjointSetSet< T >
(
Satsuma
)
IMatching
(
Satsuma
)
NetworkSimplex
(
Satsuma
)
SimpleGraphFormat
(
Satsuma.IO
)
AStar
(
Satsuma
)
F
INodeShape
(
Satsuma.Drawing
)
Node
(
Satsuma
)
StandardProperty< T >
(
Satsuma.IO.GraphML
)
B
InsertionTsp< TNode >
(
Satsuma
)
NodeGraphics
(
Satsuma.IO.GraphML
)
StrongComponents
(
Satsuma
)
FindPathExtensions
(
Satsuma
)
IntegerPreflow
(
Satsuma
)
NodeGraphicsProperty
(
Satsuma.IO.GraphML
)
Subgraph
(
Satsuma
)
BellmanFord
(
Satsuma
)
ForceDirectedLayout
(
Satsuma.Drawing
)
IPath
(
Satsuma
)
NodeShape
(
Satsuma.Drawing
)
Supergraph
(
Satsuma
)
Bfs
(
Satsuma
)
G
IPriorityQueue< TElement, TPriority >
(
Satsuma
)
NodeStyle
(
Satsuma.Drawing
)
T
BiEdgeConnectedComponents
(
Satsuma
)
IReadOnlyDisjointSet< T >
(
Satsuma
)
O
BiNodeConnectedComponents
(
Satsuma
)
GraphDrawer
(
Satsuma.Drawing
)
IReadOnlyPriorityQueue< TElement, TPriority >
(
Satsuma
)
TopologicalOrder
(
Satsuma
)
Bipartition
(
Satsuma
)
GraphMLFormat
(
Satsuma.IO.GraphML
)
ITsp< TNode >
(
Satsuma
)
Opt2Tsp< TNode >
(
Satsuma
)
TspUtils
(
Satsuma
)
C
GraphMLProperty
(
Satsuma.IO.GraphML
)
K
P
U
H
CheapestLinkTsp< TNode >
(
Satsuma
)
Kruskal< TCost >
(
Satsuma
)
Path
(
Satsuma
)
UndirectedGraph
(
Satsuma
)
CompleteBipartiteGraph
(
Satsuma
)
HamiltonianCycle
(
Satsuma
)
L
PathExtensions
(
Satsuma
)
CompleteGraph
(
Satsuma
)
I
PathGraph
(
Satsuma
)
ConnectedComponents
(
Satsuma
)
LemonGraphFormat
(
Satsuma.IO
)
PointD
(
Satsuma.Drawing
)
ContractedGraph
(
Satsuma
)
IArcLookup
(
Satsuma
)
M
Preflow
(
Satsuma
)
CustomGraph
(
Satsuma
)
IBuildableGraph
(
Satsuma
)
Prim< TCost >
(
Satsuma
)
D
IClearable
(
Satsuma
)
Matching
(
Satsuma
)
PriorityQueue< TElement, TPriority >
(
Satsuma
)
IDestroyableGraph
(
Satsuma
)
MaximumMatching
(
Satsuma
)
R
Dfs
(
Satsuma
)
RedirectedGraph
(
Satsuma
)
A
|
B
|
C
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D
|
F
|
G
|
H
|
I
|
K
|
L
|
M
|
N
|
O
|
P
|
R
|
S
|
T
|
U
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