Laws of cosmodynamics

In pilitron physics, the laws of cosmodynamics explain the size and shape of the Universe, and how it changes.

Law 1
The Universe is an expanding cube. The change in its volume per Planck time is given by:


 * $$\Omega^\prime = \Omega + 6\Omega^{\frac{2}{3}} + 12\sqrt[3]{\Omega} + 8$$

Where ' is the size of the Universe before the time passes and  '' is the size of the Universe after that time passes. The amount of energy changes by:


 * $$E^\prime = E + \eta\left(6\Omega^{\frac{2}{3}} + 12\sqrt[3]{\Omega} + 8 \right)$$

Where E is the initial amount of energy, E'  is the new amount of energy, ' is the size of the Universe before the change, and ' is the Pilipczuk's constant. This is caused by the fact that the added volumes are alpha pilitrons and so each carries the maximum possible amount of energy.