I have started on editing vol 2 of the compendium. It is crazy, I know. So much to so, I have a contract to write, an application to send to florida, and what am I doing? Editing a physics book no one believes in. Well, that is not true,but they will fight me on it it will be the death of me if I survive the heat and the exhaustion.
I did fall in the pool after the walk. It helped, but now... The dog got in the pool too, it was just that hot.
Enough of that, just another wasted day.
I am working with the functions to try to solve the trapped state delimna. If you are reading this and have some ideas on what these graphs should look like, more than happy to hear them.
I am dying here.
The rational function defined by sinpi(-1):sinpi(1) is solved under certain circumstances at 256:27 or 2f(n)^2^n/3^n+1 for a certain value of n, 2.
There are other assumptions in this, one is, for example, that at pi(1) you only have to look at the first place solution because of the absence of dimension,but that is a different issue.
AuT includes another problem which is the the ration of a rational function where 3 approaches zero which is where compression occurs and how this fits within the equations shown, generally according to this:
x=number of paired states
y=number of unpaired states
limit as y approaches zero for x/y is the next level of compression.
This ties x to the formula 2f(n)^2^n and leaves y as a variable that varies between some minimum and some maximum between which the compression state in question can exist.
The sin equation suggests (weakly) that for n=2, y is between 1 and 27. There are reasons the suggestion might be 3 (the number of hinges) and 27.
Asymtopes are "sort of "eliminated in a quantum universe because while very large and very small values exist both the maximum amount of information and the minimum size and separation (solution order, theorized) of points is determinable for any value of x butthat may not be right, only missing points are eliminated.
Why this oneasa sample, because of the ration of one higher state to a functional lower state. replace the x-2 with the f(x)^2^x equation minus...the same equation plus 1? some factor of 3 or 26 or n^x+1? It is a puzzle, but conceptually it will be similar I think?
The idea is that whatever limit (1,3, or 27) is the transition between the ratios of states is an asymptote but it is not an infinitely approached one. One interesting feature possible is that the asymptote may vary between compresson and decompression. This is not considered likely, but is consistent with some observations of large objects, capacitor charge and discharge and stock market rallies and collapses for example.
What is unmeasurable in scientific experiments http://flip.it/V8itmp
The Christmas Time Machine
I volunteered to write a christmas story between now and a conference in November. This is what I am starting with.
I am also thinking about picking up the book of poetry again. I need the motivation that goes with it. Pandora's box,the last thing out was hope. It sounds like a porn novel, too much romance.
That is one other thing I did, run a short, rather small promotion for a c note. I said I would do it after book 3 was published and it was, so there it is. If nostradamus makes it past the editor i will do that one too.
This makes me feel very lonely.
https://www.amazon.com/author/frzmn
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