  Here, we study the existence and uniqueness of solutions to the Ricci flow on
Finsler surfaces and show short time existence of solutions for such flows. To
this purpose, we first study the Finslerian Ricci-DeTurck flow on Finsler
surfaces and find a unique short time solution to this flow. Then, we find a
solution to the original Ricci flow by pulling back the solution of the
Ricci-DeTurck flow using appropriate diffeomorphisms. In the end, we illustrate
this argument with some examples.
