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The mathematical stevedore knot is named after the common stevedore knot, which is often used as a stopper at the end of a rope. The mathematical version of the knot can be obtained from the common version by joining together the two loose ends of the rope, forming a knotted loop.

The Alexander polynomial and Conway polynomial are the same as those for the knot 9_{46}, but the Jones polynomials for these two knots are different.^{[2]} Because the Alexander polynomial is not monic, the stevedore knot is not fibered.