No, I'm just trying to puzzle this out.
The explanation that I read was that gas would flow, almost in a laminar fashion, around a boat-tailed bullet and create a fireball in front of the bullet which the bullet would have to traverse, increasing its upset. The representation was that the rebated boat-tail tended to interrupt the gas flow at its rebated edge thereby reducing bullet upset.
Prior to reading this short explanation, I had never heard of a rebated boat-tail. After learning of its existence, I had doubts about its superiority based upon that explanation which is why I sought your views.
In terms of my own intuitive analysis this is what I came up with. As the bullet moves down the barrel, it certainly is compressing the air column in the barrel and pushing this air column forward. Whether the bullet ever reaches supersonic status relative to that column of air, I am not sure, but I think that I may not although the air column probably becomes supersonic. As the bullet begins to exit, it is still in this moving air column and therefore may not yet be supersonic. As the body of the bullet at the beginning of the boat-tail taper begins to exit, supersonic gas escapes around the bullet and bullet upset begins. Then, the expanding gas moves by and around the bullet so the bullet is now traveling possibly at a supersonic velocity base first relative to the expanding gas, a very stable, although drag laden, aerodynamic configuration. As the gas slows and the bullet leaves the supersonic envelope of gas, it hits essentially stagnate air and develops shockwaves at the normal locations.
So, just thinking intuitively, I would guess that laminar flow of the expanding gases around the exiting bullet would have a stabilizing effect and that to the extent that a rebate interrupts that flow and increases turbulence around the already upset bullet. the effect would not be helpful and possibly harmful to accuracy. So my guess would be that the normal boat-tail would stabilize sooner that the rebated boat-tail. As mentioned, however, this is just a pure guess.