Acta Mathematica · 1966 · 432 citations · 6 references
In [2, 3] R. Baer proved that two homotopie simple closed curves, on an orientable closed 2-manifold M of genus greater than one, are isotopic. He applied this theorem to show that a homeomorphism of M, which is homotopie to the identity, is isotopic to the identity. There have been investigations of the same theorems by W. Brodel [4] and
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On the Deformation of an <i>n</i> Cell
James Alexander · Proceedings of the National Academy of Sciences · 1923 · 97 citations · Full text
Harold Levine · Proceedings of the American Mathematical Society · 1963 · 18 citations