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COMBINATORICS OF THE KNEADING MAP
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1995
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CartographyGeometryTopological DynamicComputational TopologyEducationCombinatorial Design TheorySet-theoretic TopologyEnumerative CombinatoricsThe Kneading MapTopological PropertyDiscrete MathematicsTopological StructureCombinatorial OptimizationHofbauer TowerTopological CombinatoricsKneading Map
The kneading map and the Hofbauer tower are tools, developed by F. Hofbauer and G. Keller, to study unimodal maps and the kneading theory. In this paper we survey the geometric properties of these tools. Results concerning the topological structure of the critical omega-limit set are obtained.