It doesn’t, because the reals are infinite in two ways: any given interval is infinite, but the number of intervals is also infinite.
Also this only applies to changing the constants but keeping the general structure the same; you can also create further laws by changing the structure of the laws itself. There are a lot of degrees of freedom.
Doesn’t this all imply that the set of meaningfully different laws is finite? Also, what if there is a smallest possible level of resolution?
You are aiming at meaningfully distinct. nbouscal is aiming at the functionally equivalent.
It doesn’t, because the reals are infinite in two ways: any given interval is infinite, but the number of intervals is also infinite.
Also this only applies to changing the constants but keeping the general structure the same; you can also create further laws by changing the structure of the laws itself. There are a lot of degrees of freedom.