Showing papers in "Functional Analysis and Its Applications in 1969"
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TL;DR: In this paper, the authors make an interesting connection between the theory of algebraic functions and Artin's braid theory: the space G n of nth-degree polynomials not having multiple roots is the space K(π, 1) for the group B(n) of braids on n strands.
Abstract: There is an interesting connection between the theory of algebraic functions and Artin’s braid theory: the space G n of nth-degree polynomials not having multiple roots is the space K(π ,1) for the group B(n) of braids on n strands: