Kirk Lancaster is a Professor in the Department of Mathematics, Statistics and Physics at Wichita State University. His primary research interests include Partial Differential Equations, Minimal and Capillary Surfaces, and Free Boundary Problems. Other research interests include Tomography and the Numerical Approximation of Solutions of Partial Differential Equations. He came to WSU in 1980 as an assistant professor. In 1996, he won WSU's Leadership in the Advancement of Teaching Award. In 1998, his paper "Existence and behavior of the radial limits of a bounded capillary surface at a corner.", Pacific J. Math. 176 (1996), 165-194 (with Professor David Siegel of the University of Waterloo) received a Featured Review (MR 98g:58030a). In 2007, he received the WSU Distinguished Service Award. His proofs of the Concus-Finn conjecture and the "nonconvex Concus-Finn conjecture'' were published in the Pacific J. Math. in 2010 and 2012 respectively.