Аннотация:
In this talk, we establish a braid monodromy representation of functions satisfying an algebraic
equation containing three terms (trinomial equation).
We follow global analytic continuation of the roots to a trinomial algebraic equation
that are expressed by Mellin-Barnes integral representations.
We depict braids that arise from the monodromy around all branching points.
The global braid monodromy is described in terms of rational twists of strands
that yield a classical Artin braid representation of algebraic functions.
As a corollary, we get a precise
description of the Galois group of a trinomial algebraic equation.
