Diagonal knots and the tau invariant

Jackson Arndt, Malia Jansen, Payton McBurney +1

In 2003, Ozsváth, Szabó, and Rasmussen introduced the $\ddot{I}„$ invariant for knots, and in 2011, Sarkar published a computational shortcut for the $\ddot{I}„$ invariant of knots that can be…