All edges connecting this node with other
including outgoing and incoming edges.
All edges connecting this node with other
including outgoing and incoming edges.
This method is useful in case of multigraphs.
A node which is possibly connected with this node.
All edges connecting this node with other
.
If other
equals this node all hooks are returned.
If other
is not connected with this node an empty set is returned.
The degree of this node.
The degree of this node.
the number of edges that connect to this node. An edge that connects to this node at more than one ends (loop) is counted as much times as it is connected to this node.
All direct predecessors of this node, also called predecessor set or open in-neighborhood: source nodes of directed incident edges and / or adjacent nodes of undirected incident edges excluding this node.
All direct predecessors of this node, also called predecessor set or open in-neighborhood: source nodes of directed incident edges and / or adjacent nodes of undirected incident edges excluding this node.
set of all direct predecessors of this node.
All direct successors of this node, also called successor set or open out-neighborhood: target nodes of directed incident edges and / or adjacent nodes of undirected incident edges excluding this node.
All direct successors of this node, also called successor set or open out-neighborhood: target nodes of directed incident edges and / or adjacent nodes of undirected incident edges excluding this node.
set of all direct successors of this node.
All edges at this node - commonly denoted as E(v).
All edges at this node - commonly denoted as E(v).
all edges with at least one end connecting to this node.
An edge at from
having this node as a successor.
An edge at from
having this node as a successor.
The node being at an edge which has this node as a successor.
An edges at from
having this node as a successor.
If from
equals this node a hook may be returned.
If from
is not an adjacent node None
is returned.
An outgoing edge connecting this node with to
.
An outgoing edge connecting this node with to
.
The node which is the end point of an edge starting at this node.
One of possibly several edges connecting this node with to
.
If to
equals this node a hook may be returned.
If to
is not an adjacent node None
is returned.
Checks whether this node has only hooks or no edges at all.
Checks whether this node has only hooks or no edges at all.
true
if this node has only hooks or it isolated.
Whether this node has any predecessors.
Whether this node has any successors.
The incoming degree of this node after applying some filters to the incoming edges and predecessors.
The incoming degree of this node.
The incoming degree of this node.
the number of edges that come in to this node including undirected edges. Loops count once each.
Incoming edges of this node.
Incoming edges of this node.
set of all edges incoming to of this including undirected edges.
All incoming edges connecting from
with this node.
All incoming edges connecting from
with this node.
The node with zero, one or more edges having this node as a direct successor.
All edges at from
having this node as a direct successor.
If from
equals this node all hooks are returned.
If from
is not an adjacent node an empty set is returned.
Whether that
is an adjacent (direct successor) to this node.
Whether that
is an adjacent (direct successor) to this node.
The node to check for adjacency.
true
if that
is adjacent to this node.
Whether that
is independent of this node meaning that
there exists no edge connecting this node with that
.
Whether that
is independent of this node meaning that
there exists no edge connecting this node with that
.
The node to check for independency.
true
if that
node is independent of this node.
All adjacent nodes (direct successors and predecessors) of this node, also called open neighborhood excluding this node.
All adjacent nodes (direct successors and predecessors) of this node, also called open neighborhood excluding this node.
set of all neighbors.
The outgoing degree of this node after applying some filters to the outgoing edges and successors.
The outgoing degree of this node.
The outgoing degree of this node.
the number of edges that go out from this node including undirected edges. Loops count once each.
All edges outgoing from this node.
All edges outgoing from this node.
set of all edges outgoing from this node including undirected edges and hooks.
All outgoing edges connecting this node with to
.
All outgoing edges connecting this node with to
.
The node which is the end point of zero, one or more edges starting at this node.
All edges connecting this node with to
.
If to
equals this node all hooks are returned.
If to
is not an adjacent an empty set is returned.
The outer node as supplied by the user at instantiation time or by adding nodes this graph.
Synonym for incomingFrom
.
Synonym for incomingFrom
.
Synonym for incoming
.
Synonym for incoming
.
Synonym for findIncomingFrom
.
Synonym for findIncomingFrom
.
Synonym for diPredecessors
.
Synonym for diPredecessors
.
Synonym for diPredecessors
.
Synonym for diPredecessors
.
true
if this node's degree equals to 0.
true
if this node's degree equals to 0.
true
if this node's degree equals to 1.
true
if this node's degree equals to 1.
Synonym for diSuccessors
.
Synonym for diSuccessors
.
Synonym for edges
.
Synonym for edges
.
Synonym for outgoingTo
.
Synonym for outgoingTo
.
Synonym for outgoing
.
Synonym for outgoing
.
Synonym for findOutgoingTo
.
Synonym for findOutgoingTo
.
Synonym for diSuccessors
.
Synonym for diSuccessors
.
Synonym for neighbors
.
Synonym for neighbors
.
(innerNode: OuterNode[InnerNode]).isDefined
(innerNode: OuterNode[InnerNode]).isEdge
(innerNode: OuterNode[InnerNode]).isIn
(innerNode: OuterNode[InnerNode]).isNode
(innerNode: OuterNode[InnerNode]).isOut
(innerNode: StringAdd).self
(innerNode: StringFormat).self
(innerNode: OuterNode[InnerNode]).stringPrefix
(innerNode: OuterNode[InnerNode]).toString()
(innerNode: OuterNode[InnerNode]).value
(innerNode: EdgeAssoc[InnerNode]).~(n2)
(innerNode: EdgeAssoc[InnerNode]).~>(n2)
(innerNode: ArrowAssoc[InnerNode]).x
(Since version 2.10.0) Use leftOfArrow
instead
(innerNode: Ensuring[InnerNode]).x
(Since version 2.10.0) Use resultOfEnsuring
instead