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On the topological degree of functions definable in o-minimal structures (l)

Peterzil, Y (Haifa)
Tuesday 01 February 2005, 16:30-18.30

Seminar Room 1, Newton Institute


We work in an o-minimal expansion of a real closed field. Using piecewise smoothness of definable functions we define the topological degree for definable continuous functions.

Using this notion of the degree we obtain a new proof for the existence of torsion points in a definably compact group.

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