Friday, February 20, 2026 15:30to16:30

TITLE/TITRE

The unknotting number
 

RÉSUMÉ / ABSTRACT

The unknotting number of a knot is one of the simplest classical knot invariants to define: it simply counts the minimum times a knot must pass through itself in order to become unknotted. Despite this simple definition, the unknotting number is often fiendishly difficult to compute. Beginning from the definition, I will discuss some of what is known about this invariant and highlight some of the many things that we still do not understand.

Classified as: #DepartmentofMathematicsandStatistics
Friday, February 20, 2026 15:30to16:30

Title: Hierarchical Clustering With Confidence

Classified as: #DepartmentofMathematicsandStatistics
Friday, March 20, 2026 15:30to16:30

Title: The monopolist's free boundary problem in the plane: an excursion into the economic value of private information

Classified as: #DepartmentofMathematicsandStatistics
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