Oliver Butterley (ICTP)
Title: Open sets of exponentially mixing Anosov flows
Abstract: If a flow is sufficiently close to a volume-preserving Anosov
flow and dim E_s = 1, dim E_u \geq 2 then the flow mixes exponentially
whenever the stable and unstable bundles are not jointly integrable
(similarly if the requirements on stable and unstable bundle are
reversed). This implies the existence of non-empty open sets of
exponentially mixing Anosov flows. (Joint work with Khadim War).