Via the Jones polynomial, this mathematical discipline is linked with a quantum theory of particle movement.
Via the Jones polynomial, this mathematical discipline is linked with a quantum theory of particle movement. More impressively, the Jones polynomial differentiates trefoils from their mirror image, something the earlier development of Alexander polynomials didn't do, though those could differentiate a trefoil from a circle. For 10 points--name this discipline tied to topology, which examines how to describe a closed, intertwined loop of string.
Via the Jones polynomial, this mathematical discipline is linked with a quantum theory of particle movement.
{Knot} theory