Fall School : Metric Embeddings

Schedule of the Fall School.

Reports.

Topic 1: On stochastic decompositions of metric spaces.
Neiman's report.
Topic 2: On random walks and quantitative coarse embeddings.
Gournay's report.
Topic 3: Local versus global embeddability of locally finite metric spaces.
Zhang's report.
Topic 4: On Assouad's embedding technique.
Kraus' report.
Topic 5: Obstruction to uniform or coarse embeddability into reflexive Banach spaces.
Dalet's report.
Topic 6: Influence of asymptotic uniform smoothness on small compression coarse embeddability.
Olivier's report.
Topic 7: Estimating the distortion using a metric invariant.
Li's report.
Topic 8: On Poincaré type inequalities and non-embeddability.
Mimura's report.
Topic 9: On Følner type sets and coarse embeddings.
Pillon's report.
Topic 10: On wall structures and coarse embeddings.
Khukhro's report.
Topic 11: On Ramsey techniques in quantitative metric geometry.
Galicer's report.
Topic 12: Non-embeddability of the Uryshon space; an algebraic obstruction.
Kaïchouh's report.