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Open Sin

The Open Sin is defined by the Euclidean closure of the set

\begin{displaymath}
\{(x,y) \in R^2 : -1 < x < 1 , y=\sin(1/(x^2-1))\} \quad .
\end{displaymath}

This continuum has just three path components.

Open Sin- fig. a



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Janusz J. Charatonik and Pavel Pyrih
2000-09-21