Publication | Closed Access
Constant Time Generation of Rooted Trees
109
Citations
7
References
1980
Year
Tree LanguageN VerticesCombinatorics On WordEngineeringGraph TheoryConstant Time GenerationCanonical RepresentationsComputational ComplexityEnumerative CombinatoricsParallel ProgrammingComputer ScienceTree AutomatonDiscrete MathematicsTime ComplexityK-ary Trees
This paper generalizes a result of Ruskey [SIAM J. Comput., 7(1978), pp. 424–439] for generating k-ary trees lexicographically to generating all rooted trees with n vertices. An algorithm is presented which generates canonical representations of these trees in a well-defined order. As in other works, the average number of steps per tree is constant.
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