Parameterised free functions and saddle stresses in modified gravity
  Building on previous work, we explore the parameter space of free functions
in non-relativistic modified gravity theories more widely, showing that in fact
the two broad regimes present have similar functional forms between different
models. Using different parameterisations, we investigate the effects on
scaling tidal stresses as well as attempt to constrain the (hitherto poorly
understood) deep MONDian scaling C. We also consider a new intermediate MOND
limit in these theories and what it tells us about the transition between these
regimes. Finally we suggest a model independent framework, with the aim of
constraining the MONDian parameter space using future data, such as the
forthcoming LISA Pathfinder mission.
