Remember this,
positive gravity particles lift objects along its path into the air and negative gravity particles pin objects on to the ground, afterwards. Forces that push objects away from ground zero are not gravity particles but are particles that give objects their inertial(s) (inertial as in the resistance to a force applied).
If the \(\cfrac{1}{n}\) path leads to Higgs field then Higgs field is an inertial field; when \(F=ma\) then Higgs field provides mass. This mass is the resistance to a force applied onto the body. (Calling mass resistance is troublesome because resistance to a force is another force, but here resistance reduces the acceleration as a result of the applied force instead; multiplicative not summative.)
The electric force on a charge and the corresponding electric field is an analogue.
Gravity is not this force that leads to inertial, but we use the resistance to gravity and the resistance to force as if they are the same. Are they the same? Pushing an object sideway and holding it up, the same?
Good Grief.
