Sand wrote:
From the multiple posts you have offered on your various suspicions I am not at all discomforted.
In any case you are dead wrong about not being able to prove a negative. It is routinely done in mathematics.
How about proving one cannot generally trisect an angle using ruler and compass. Yet another negative that is provable.
How about proving one cannot double the volume of a cube using ruler and compass.
How about proving that one cannot construct a square with the same area as a given circle, using ruler and compass.
How about proving that one cannot prove Euclid's Fifth Postulate from the other four.
How about proving that one cannot generally solve a fifth degree or higher polynomial equation in one variable using extraction of roots (Proved by Abel and Galois).
ruveyn