The Fields Geometric Analysis Colloquium is a colloquium series for mathematicians in the areas of differential geometry and partial differential equations. The series takes part 2-3 times each semester, often in the format of a mini-symposium with several internationally recognized experts in the field. In recent years, the series has featured applications to diverse areas of mathematics; examples include general relativity, complex geometry, G2-manifolds, gauge theory, min-max theory, and geometric flows. The intent of the series is to bring together the geometry and PDE community on a regular basis, to present current results in the field, and to strengthen the potential for communication and collaboration between researchers with common interests.