Over the last four decades Peter Jones has demonstrated the power of using ideas from real and harmonic analysis to solve difficult problems in complex and functional analysis, geometric measure theory, conformal dynamics, conformal probability and geometrically based applied mathematics.
Although much of this work is highly technical, it is usually motivated by simple geometric or analytic ideas.
The conference will explore the areas listed above from the perspectives of both established experts and younger researchers, with an emphasis on interactions between areas and the basic themes that recur in each of them.
Specific topics will include recent advances in harmonic measure, Schramm-Loewner Evolutions (SLE), Gaussian Free Fields (GFF), rectifiability, and the analysis of big data.
Samsung Science &
for Advanced Study
Program and Abstracts,