Sub-Riemannian geometry has grown significantly since the early 1990’s, in particular through its close links with several domains of mathematics such as geometric control theory, the theory of partial differential equations or geometric measure theory. Sub-Riemannian geometry also plays a major role in many mathematical applications like for example in robotics, quantum control or neuro-geometry. The aim of this conference is to bring together researchers working in different areas related to sub-Riemannian geometry, with different backgrounds, to share the most recent results with multiple points of view and so to foster interactions between research groups and to contribute to the training of young researchers.