Absolute

 

All in One

One love (hear my plea)
One heart
Let's join together and I'll feel alright
Let's join together (thanks and Praise to the Lord)
And I'll feel alright (and I will feel alright)

Is there also only One Absolute?

If there is an absolute and its absence, for example absolute zero, then the question becomes how many absolutes are there?

While it is true that life=ln(0 ± (sinh(x)+cosh(x))), if an absolute can be approached but not obtained, then the behavior approaching that absolute is said to be exponential. Since both sinh and cosh can be stated as exponentials, the two solutions are x and ‑x. https://dbeagan.blogspot.com/2024/09/sides.html

It is also true that while sinh(x) and cosh(x) are repeating functions,  they repeat only in imaginary planes every 2πi. These are also wave functions with positive and negative parts. They are positive during odd repeats of n*πi and are negative during the next following even repeat of n*πi. Since it has already been said that the coefficient of the imaginary axis must confined to 0 in order to be real, this coefficient must be a relative zero not an absolute zero. Therefore x must practically be between 0 and π to be meaningful. Thus while it is true that one solution is x and one solution is -x, both solutions must have a coefficient of zero for the imaginary part in order to be real. That means that rather than a parabolic solution where the solution CAN be imaginary, this is more probably moving from one sheet of a two sheeted hyperboloid to the other sheet. The solution of x, and -x, therefore must also be between 0 and π. In that case, if the universe is one sheet of a two sheeted hyperboloid, then for  Pythagoras' Theorem to be true, then  π must be the size of the universe. If c, a, and b are much less than the size of the universe then they are also much less than π. Then Pythagoras’ Theorem is c=√(a²+b²) is because the universe is locally flat while universally hyperbolic.

If the three dimensions of that hyperboloid are space, time and imagination, and imagination is confined to be zero in order to be real, this can also be stated that  negative coefficients of i are worse than real,  and positive coefficients of i are better than real. Time also can be defined as the past is negative, and the future is positive, if the present reality is 0. This means that both time and i, imagination, must also be infinite. This means that only space can be constrained to zero and real values and thus be absolute. If there is an absolute, for example absolute zero temperature, then the question becomes how many absolutes are there? Temperature is directly proportional to velocity, and velocity is merely the derivative of space with respect to time. This means that temperature and space are effectively the same thing. This suggests that if there is an absolute zero of temperature, this means that space has the same absolute zero. If the dimensions of time and i must NOT be absolute,  and the dimension of space has to be an absolute, then there is no such thing as negative space. What is from our flat perspective perceived as negative space is merely one sheet of a two sheeted hyperboloid and thus there is only one absolute, just as there is only one volume. The three dimensions of this volume are space, time, and imagination, and only space is absolute. Again, temperature is merely the derivative of space with respect to time. Absolute zero temperature means space is absolute. If neither time not i, imagination, can be absolute, then there is only one remaining dimension that can be absolute.