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The Milnor–Thurston kneading theory is a mathematical theory which analyzes the iterates of piecewise monotone mappings of an interval into itself. The emphasis is on understanding the properties of the mapping that are invariant under topological conjugacy.

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  • Teorema de Milnor-Thurston (ca)
  • Milnor–Thurston kneading theory (en)
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  • La teoria del pastat de Milnor-Thurston és una teoria matemàtica que analitza els d'assignacions de monòtons d'un interval en si mateix. L'èmfasi és en la comprensió de les propietats del mapatge que són invariants sota la . (ca)
  • The Milnor–Thurston kneading theory is a mathematical theory which analyzes the iterates of piecewise monotone mappings of an interval into itself. The emphasis is on understanding the properties of the mapping that are invariant under topological conjugacy. (en)
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  • La teoria del pastat de Milnor-Thurston és una teoria matemàtica que analitza els d'assignacions de monòtons d'un interval en si mateix. L'èmfasi és en la comprensió de les propietats del mapatge que són invariants sota la . La teoria va ser desenvolupada per John Milnor i William Thurston en dues preimpresions àmpliament distribuïdes a la influent Universitat Princeton el 1977, que van ser revisades en 1981 i finalment publicades en 1988. Les aplicacions de la teoria inclouen models lineals en parts, recompte de punts fixos, càlcul la variació total, i la construcció d'una amb entropia màxima. (ca)
  • The Milnor–Thurston kneading theory is a mathematical theory which analyzes the iterates of piecewise monotone mappings of an interval into itself. The emphasis is on understanding the properties of the mapping that are invariant under topological conjugacy. The theory had been developed by John Milnor and William Thurston in two widely circulated and influential Princeton preprints from 1977 that were revised in 1981 and finally published in 1988. Applications of the theory include piecewise linear models, counting of fixed points, computing the total variation, and constructing an invariant measure with maximal entropy. (en)
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