221st book of science by AP

New Geometry Calculus-- the factorial as a circuit motion

This book is in conjunction with my Potential Energy book.

I noticed that physics has a difficult time in having physical meaning of a number as large as 1*10^604 and as small as 1*10^-604.

There is nothing in Old Physics that reaches these numbers, except for factorial. And especially the factorial of nucleons position in say Element 118..

So here in Element 118 we can reach 296 nucleons and when we do a 296! we reach 10^604.

And there is a geometry meaning to factorial.

The easiest geometry is seating arrangements. So if you have 10 people to seat at a dinner table, what is the total number of possible arrangements? And the answer is 10!.

But notice also, that the factorial seems to be a go around phenomenon, a circuit like in physics electric current.

So, can we build the factorial multiplication as a new form of calculus?

A calculus that is geometrical but also quantitative. The quantity is simply the factorial arithmetic. The geometry is the total arrangements. And those total arrangements have a motion, a motion that is so crucial for calculus.

So when I publish this book on Potential Energy of Physics, I am going to simultaneously or concurrent or in conjunction publish this book on mathematics geometry of the missing geometry concept of factorial as a geometrical calculus of circuit motion.

So as we think of magnetic monopoles or dipoles of current in a electric circuit, we can also think of that current as a factorial. The current is in motion and the factorial geometry is all possible arrangements and those arrangements are begot from the motion of discrete particles.

So for example, we have a current of electricity of 3 monopoles of 0.5MeV each. In factorial that is 3! = 1x2x3 = 6. So we have a circuit of 6 waves going around.

Physics needs the factorial multiplication to reach infinity borderline. Math needs that factorial to complete multiplication for geometry.

The exponent is unable to reach 10^604 in physics concepts for volume is multiplication by 3 terms length, width, depth. But the factorial is not encumbered with 3 terms.

AP, King of Science, especially Physics

tisdag 7 december 2021 kl. 09:20:14 UTC+1 skrev Archimedes Plutonium:
> 221st book of science by AP
>
> New Geometry Calculus-- the factorial as a circuit motion
>
> This book is in conjunction with my Potential Energy book.
>
> I noticed that physics has a difficult time in having physical meaning of a number as large as 1*10^604 and as small as 1*10^-604.
>
> There is nothing in Old Physics that reaches these numbers, except for factorial. And especially the factorial of nucleons position in say Element 118.
>
> So here in Element 118 we can reach 296 nucleons and when we do a 296! we reach 10^604.
>
> And there is a geometry meaning to factorial.
>
> The easiest geometry is seating arrangements. So if you have 10 people to seat at a dinner table, what is the total number of possible arrangements? And the answer is 10!.
>
> But notice also, that the factorial seems to be a go around phenomenon, a circuit like in physics electric current.
>
> So, can we build the factorial multiplication as a new form of calculus?
>
> A calculus that is geometrical but also quantitative. The quantity is simply the factorial arithmetic. The geometry is the total arrangements. And those total arrangements have a motion, a motion that is so crucial for calculus.
>
> So when I publish this book on Potential Energy of Physics, I am going to simultaneously or concurrent or in conjunction publish this book on mathematics geometry of the missing geometry concept of factorial as a geometrical calculus of circuit motion.
>
> So as we think of magnetic monopoles or dipoles of current in a electric circuit, we can also think of that current as a factorial. The current is in motion and the factorial geometry is all possible arrangements and those arrangements are begot from the motion of discrete particles.
>
> So for example, we have a current of electricity of 3 monopoles of 0.5MeV each. In factorial that is 3! = 1x2x3 = 6. So we have a circuit of 6 waves going around.
>
> Physics needs the factorial multiplication to reach infinity borderline. Math needs that factorial to complete multiplication for geometry.
>
> The exponent is unable to reach 10^604 in physics concepts for volume is multiplication by 3 terms length, width, depth. But the factorial is not encumbered with 3 terms.
>
> AP, King of Science, especially Physics
You mean Crank of science, nothing more :)