PIMS/UCalgary Distinguished Colloquium: Steve Kirkland
Topic
Speakers
Details
That observation motivates our interest in identifying transition matrices for which the Kemeny constant is as small as possible. In this talk, we will give a short overview of the Kemeny constant, and discuss some results dealing with the problem of minimising the Kemeny constant over transition matrices that are subject various constraints. In particular, we will find the minimum value of the Kemeny constant for transition matrices having a specified stationary distribution vector, and characterise those transition matrices yielding that minimum value.
Additional Information
Location: MS (Mathematical Sciences) 211.
Preceded by a reception in the lounge (MS 461) at 1:30pm.
Prof Kirkland will also be speaking during the Combinatorics and Discrete Geometry seminar from 10:00-10:50am in MS 431.
Steve Kirkland, University of Manitoba
Steve Kirkland is the Head of the Department of Mathematics at the University of Manitoba. Previous to his arrival in Winnipeg, he was a Professor at the University of Regina (1992-2009) and a Stokes Professor at the National University of Ireland Maynooth (2009-2013). His research interests are in matrix theory, graph theory, and especially the intersection of the two. From 2008-2014 he served as the President of the International Linear Algebra Society, and since 2006 he has been an Editor in Chief of the journal Linear and Multilinear Algebra.