Professor David Preiss, FRS
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David PreissProfessor of Mathematics Office: B1.26 |
Teaching Responsibilities 2011/12:
Term 1: MA359 Measure Theory
Term 2: MA606 Modern Analaysis
Research Interests: Mathematical analysis
Most relevant recent publications:
Lindenstrauss J., Preiss D. On Frechet differentiability of Lipschitz maps between Banach spaces. Annals of Mathematics, 157 (2003), 257-288
Preiss D., Zajicek L. Directional Derivatives of Lipschitz Functions. Israel Jounal of Mathematics,125 (2001), 1-27
Johnson W.B., Lindenstrauss J., Preiss D., Schechtman G. Lipschitz Quotients from Metric Trees and from Banach Spaces Containing l_1. Journal of Functional Analysis, 194 (2002), 332-346
Preiss D., Toro T. Stability of Lewis and Vogel's result. Revista Matematica Iberoamericana, 23 (2007), no. 1, 17-55.
Csornyei M., O'Neil T.C., Kirchheim B., Preiss D., Winter S. Universal singular sets in the calculus of variations. Arch. Ration. Mech. Anal., 190 (2008), no. 3, 371-424.
Most relevant research grants:
EPSRC, Geometric non-linear analysis (1/10/2006 - 28/2/2010)
For more information and further publications see David Preiss's homepage

