Bloblorana enhanced this, really, with her thread showing constants may change. But, i am troubled by it so i sat down and worked out a mathematical mechnanism that can explain a different view... I just want some general views, cheers
The attractive statistical averages of particles, or real pointlike objects in spacetime,''may indeed'' vary, due to a negative mass formula:
$$Mc^2 - GMm/R=0$$
because it is derived from Newtons Second Law,
$$F=GMm/R^2$$
$$F=Ma$$
$$Ma=GMm/R^2$$
~$$a=GM/R^2$$
So they can indeed describe ''constants'' variating over time. However, there are no equations tha stop this process from reversing. It may turn out, that what is described above, is of too much a linear vector nature.
So to solve this, i would state:
$$Mc^2((GMm/R)\sqrt{(-Mc^2)(GM/R)})$$
The attractive statistical averages of particles, or real pointlike objects in spacetime,''may indeed'' vary, due to a negative mass formula:
$$Mc^2 - GMm/R=0$$
because it is derived from Newtons Second Law,
$$F=GMm/R^2$$
$$F=Ma$$
$$Ma=GMm/R^2$$
~$$a=GM/R^2$$
So they can indeed describe ''constants'' variating over time. However, there are no equations tha stop this process from reversing. It may turn out, that what is described above, is of too much a linear vector nature.
So to solve this, i would state:
$$Mc^2((GMm/R)\sqrt{(-Mc^2)(GM/R)})$$