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Keywords:
Vertex,
Node,
Children,
Generalizable,
Empty
vertex of degree 1. Also known as a pendant vertex.
In a decision tree, a final node that is not split into further nodes.
A vertex in a graph with only 1 edge incident to it.
a branch with no children
a generalizable element that has no children in a given generalization hierarchy
an empty element or a text node cf
an end node server
a node that has no children and is the opposite of the root (the node that has no parent )
a node with no children
a node with no successors
a vertex connected to the rest of the structure through k edges
a vertex in a tree which has no children
a vertex with no outgoing branches
An element in a tree that has no connections to lower elements. A child without children. See node.
node (see node) whose children (see children) are empty.
In a tree, a node without children.
A node of a tree.
In a database table in which the rows' data values imply a hierarchy, a row that has no children rows. The lowest-level row, or the row at the finest level of detail.
A node not further split in a classification or decision tree.
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