Can Bohmian mechanics be made background independent?

• We investigate the compatibility of Bohmian mechanics with background independence.
• Background independence is a problematic concept.
• The best-matching procedure renders a theory non-trivially background independent.
• Best-matching can be in principle consistently applied to Bohmian mechanics.
• Bohmian mechanics is not structurally incompatible with background independence.

The paper presents an inquiry into the question regarding the compatibility of Bohmian mechanics, intended as a non-local theory of moving point-like particles, with background independence. This issue is worth being investigated because, if the Bohmian framework has to be of some help in developing new physics, it has to be compatible with the most well-established traits of modern physics, background independence being one of such traits. The paper highlights the fact that the notion of background independence in the context of spacetime physics is slippery and interpretation-laden. It is then suggested that the best-matching framework developed by Julian Barbour might provide a robust enough meaning of background independence. The structure of Bohmian dynamics is evaluated against this framework, reaching some intermediate results that speak in favor of the fact that Bohmian mechanics can be made background independent.