There is a natural way of identifying links in3-space with polynomial covering spaces over thecircle. Thereby any link in 3-space can be definedby a Weierstrass polynomial over the circle. Theequivalence relation for covering spaces over thecircle is, however, completely different from that for links in 3-space. This paper initiates a study of the connections between polynomial covering spaces over the circle and links in 3-space.
|Number of pages||7|
|Publication status||Published - 1997|