The Outfitting of Universes: The Secrete of Reaching Absolute Zero

In dimensional physics, temperature is a function of time. This is true for any dimension higher than 1. This is why absolute zero is unachievable within our universe or any universe where time in linear. However, in a 0$^{\mathrm{th}}$ dimension time in nonlinear, therefore heat cannot exist as a function of time in a 0$^{\mathrm{th}}$ dimension; ergo the only place absolute zero must exist naturally in the universe, is in a 0$^{\mathrm{th}}$ dimension. Attributes such as these natural laws evolve relative to the universes they're in. But it doesn't just end with absolute zero. I postulate laws like gravitons and even anti-gravitons exist in a natural state as a result of how their universes came to be. The total rate at which a collective group of strings of energy vibrate within a newton mass entity in linear time is equal too but can never exceed the total possible number of motions a Newtonian mass entity can move with respect to the common physical laws within their universes in the same linear time. At fix points in time that they do differ, it will be equal to the rate at which such a Newtonian mass entity is converting into energy. Therefore, all action is not an infinite choice, but rather an elaborate list of limited possible outcomes bounded by the physical laws of our universe.