| Class and Description |
|---|
| IdentifiableElement |
| Identifier
This class represents an identifier, which is a special kind of a label.
|
| IGraphFactory |
| Class and Description |
|---|
| Graph
The here defined graph is given by G=(V, E, L, {label a , ...label b }) with:
V being a set of
Nodes with v= ({label c , ... label d }) ∊ V
E being a set of directed Relations with e= (v 1 ∊ V, v 2 ∊ V,
{label e , ... label f }) ∊ E
L being a set of Layers with l= (V 1 ⊆ V, E 1 ⊆ E, L 1 ⊆ L,
{label g ,.. label h }) ∊ L
and a set of Labels {label a , ... label b } the graph is labeled
with. |
| IdentifiableElement |
| Identifier
This class represents an identifier, which is a special kind of a label.
|
| LabelableElement
This interface defines a container to hold
Label objects and makes
them accessible. |
| Node
In graph theory a node is a placeholder, which can be related with other
nodes via an relation.
|
| Relation
In graph theory an relation is a relation between two nodes, often an
relation is realized as a pair of nodes.
|
| Class and Description |
|---|
| Graph
The here defined graph is given by G=(V, E, L, {label a , ...label b }) with:
V being a set of
Nodes with v= ({label c , ... label d }) ∊ V
E being a set of directed Relations with e= (v 1 ∊ V, v 2 ∊ V,
{label e , ... label f }) ∊ E
L being a set of Layers with l= (V 1 ⊆ V, E 1 ⊆ E, L 1 ⊆ L,
{label g ,.. label h }) ∊ L
and a set of Labels {label a , ... label b } the graph is labeled
with. |
| IdentifiableElement |
| Identifier
This class represents an identifier, which is a special kind of a label.
|
| LabelableElement
This interface defines a container to hold
Label objects and makes
them accessible. |
| Node
In graph theory a node is a placeholder, which can be related with other
nodes via an relation.
|
| Relation
In graph theory an relation is a relation between two nodes, often an
relation is realized as a pair of nodes.
|
| Class and Description |
|---|
| Graph
The here defined graph is given by G=(V, E, L, {label a , ...label b }) with:
V being a set of
Nodes with v= ({label c , ... label d }) ∊ V
E being a set of directed Relations with e= (v 1 ∊ V, v 2 ∊ V,
{label e , ... label f }) ∊ E
L being a set of Layers with l= (V 1 ⊆ V, E 1 ⊆ E, L 1 ⊆ L,
{label g ,.. label h }) ∊ L
and a set of Labels {label a , ... label b } the graph is labeled
with. |
| IdentifiableElement |
| Label |
| LabelableElement
This interface defines a container to hold
Label objects and makes
them accessible. |
| Layer
A layer is a grouping mechanism for nodes and relations, and can also contain
further layers (called sub layers).
|
| Node
In graph theory a node is a placeholder, which can be related with other
nodes via an relation.
|
| Relation
In graph theory an relation is a relation between two nodes, often an
relation is realized as a pair of nodes.
|
| Class and Description |
|---|
| Graph
The here defined graph is given by G=(V, E, L, {label a , ...label b }) with:
V being a set of
Nodes with v= ({label c , ... label d }) ∊ V
E being a set of directed Relations with e= (v 1 ∊ V, v 2 ∊ V,
{label e , ... label f }) ∊ E
L being a set of Layers with l= (V 1 ⊆ V, E 1 ⊆ E, L 1 ⊆ L,
{label g ,.. label h }) ∊ L
and a set of Labels {label a , ... label b } the graph is labeled
with. |
| IdentifiableElement |
| Label |
| LabelableElement
This interface defines a container to hold
Label objects and makes
them accessible. |
| Layer
A layer is a grouping mechanism for nodes and relations, and can also contain
further layers (called sub layers).
|
| Node
In graph theory a node is a placeholder, which can be related with other
nodes via an relation.
|
| Relation
In graph theory an relation is a relation between two nodes, often an
relation is realized as a pair of nodes.
|
| Class and Description |
|---|
| IdentifiableElement |
| Class and Description |
|---|
| Graph
The here defined graph is given by G=(V, E, L, {label a , ...label b }) with:
V being a set of
Nodes with v= ({label c , ... label d }) ∊ V
E being a set of directed Relations with e= (v 1 ∊ V, v 2 ∊ V,
{label e , ... label f }) ∊ E
L being a set of Layers with l= (V 1 ⊆ V, E 1 ⊆ E, L 1 ⊆ L,
{label g ,.. label h }) ∊ L
and a set of Labels {label a , ... label b } the graph is labeled
with. |
| IdentifiableElement |
| Identifier
This class represents an identifier, which is a special kind of a label.
|
| Label |
| LabelableElement
This interface defines a container to hold
Label objects and makes
them accessible. |
| Layer
A layer is a grouping mechanism for nodes and relations, and can also contain
further layers (called sub layers).
|
| Node
In graph theory a node is a placeholder, which can be related with other
nodes via an relation.
|
| Relation
In graph theory an relation is a relation between two nodes, often an
relation is realized as a pair of nodes.
|
| Class and Description |
|---|
| Graph
The here defined graph is given by G=(V, E, L, {label a , ...label b }) with:
V being a set of
Nodes with v= ({label c , ... label d }) ∊ V
E being a set of directed Relations with e= (v 1 ∊ V, v 2 ∊ V,
{label e , ... label f }) ∊ E
L being a set of Layers with l= (V 1 ⊆ V, E 1 ⊆ E, L 1 ⊆ L,
{label g ,.. label h }) ∊ L
and a set of Labels {label a , ... label b } the graph is labeled
with. |
| IdentifiableElement |
| Identifier
This class represents an identifier, which is a special kind of a label.
|
| IGraphFactory |
| Label |
| LabelableElement
This interface defines a container to hold
Label objects and makes
them accessible. |
| Layer
A layer is a grouping mechanism for nodes and relations, and can also contain
further layers (called sub layers).
|
| Node
In graph theory a node is a placeholder, which can be related with other
nodes via an relation.
|
| Relation
In graph theory an relation is a relation between two nodes, often an
relation is realized as a pair of nodes.
|
| Class and Description |
|---|
| IGraphFactory |
| Class and Description |
|---|
| Label |
| LabelableElement
This interface defines a container to hold
Label objects and makes
them accessible. |
| Class and Description |
|---|
| Label |
| LabelableElement
This interface defines a container to hold
Label objects and makes
them accessible. |
| Class and Description |
|---|
| Identifier
This class represents an identifier, which is a special kind of a label.
|
| Label |
| Class and Description |
|---|
| IdentifiableElement |
| Label |
| Class and Description |
|---|
| Label |
| Layer
A layer is a grouping mechanism for nodes and relations, and can also contain
further layers (called sub layers).
|
| Node
In graph theory a node is a placeholder, which can be related with other
nodes via an relation.
|
| Relation
In graph theory an relation is a relation between two nodes, often an
relation is realized as a pair of nodes.
|
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