Examples of acyclic

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Among the critical pairs of the external sub and acyclic sub rules, we will just show the diagrams for two interesting cases.
We have similar cases for the acyclic sub rule.
Obj a -terms are acyclic and the calculus is mutation-free.
This dynamic programming approach produces a directed acyclic graph in lieu of the tree.
Improvements to the acyclic nucleosides and nucleotides remain the mainstay of drug development.
Section 3 describes the type checking algorithm and shows that the system of subtype inequalities generated by the type checker are left-linear and acyclic.
Let us describe the steps of our algorithm in the acyclic case.
In this section we have presented a distribution which describes the number of sources in a random directed acyclic graph.
Their method of dictionary storage (a minimal acyclic deterministic finite automaton) enables them to apply the substitutions and to check the results very rapidly.
For acyclic graphs, modules are initialized during a depth first traversal starting from the module containing the entry point of the application.
A proof structure is correct if all its correctness graphs are acyclic.
In practice, acyclic connected topologies can be established manually or through spanning tree-construction algorithms.
All the evaluation rules apart from external sub and acyclic sub are applicable without any restriction.
Such languages being finite, their recognizer state graph is acyclic.
As our initial trees were not decision trees, these directed acyclic graphs are not influence diagrams.
Since an infinite graph is acyclic as soon as its finite subgraphs are, this statement easily extends to infinite graphs by compactness.
Since the grammar doesn't contain any empty productions, the chart will be acyclic.
A graph is called acyclic if all of its subgraphs are trees.
An in-uence diagram is a directed acyclic graph with four types of node.

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