Temporary Work _______ The My original equation and the parabola that was found was correct. We have already seen that the equation is always true for a given value. That is fine. We have found “x” in the I drew a spiral that tried to show this. The spiral was not a logarithmic spiral, but it also wasn’t a true representation of the equation or the parabola. I tried to use circular arcs to draw the logarithmic spiral. It didn’t work. It is very difficult to draw, but I will try to show in sketches how the logarithmic spiral is formed. Basically at every Pi radians (the angle between Prime values), the next Prime occurs. It can be very hard to determine using already known equations of a logarithmic spiral. I tried to draw it with circular arcs but did not succeed. It is very difficult to describe non-circular curves mathematically. But with previous attempts of Another error in the previous Spiral Encryption is that I used the wrong “x”. In the Below is a copy of Spiral Encryption. I have made corrections These pictures are separated because this is the difficult part I am unsure of. The goal is to find the [derivative of the radius R] as opposed to [the angle]. There will most definitely be errors here.
------- Hopefully it is clear what is being attempted to be solved here. I will post updates to better explain and hopefully solve this problem. This is a good group project. If you have read this and want to work on a problem email: trurlthe_constructor@hotmail.com . Also more math can be found in the math_hunches section of Constructor’s Corner. |