Dmitri Finkelshtein (Swansea) Title: Travelling waves and long-time behaviour in a doubly nonlocal Fisher-KPP equation Abstract: We consider a Fisher-KPP-type equation, where both diffusion and nonlinear part are nonlocal, with anisotropic probability kernels. Under minimal conditions on the coefficients, we prove existence, uniqueness, and uniform space-time boundedness of the positive solution. We investigate existence, uniqueness, and asymptotic behaviour of monotone travelling waves for the equation. We also describe the existence and main properties of the front of propagation.