Extremely nice video! I realize when I see this, that it is not just that all zero have always Re=1/2 but that every time Zeta(1/2+ai) goes next to zero, it always passes by zero and never misses it! It is like it is attracted by it! I never realized that before watching your video...
On the other hand I am not sure I understand what all the other stuffs around should represent, but that does not look important as long as I get the meaning of the line. Thanks anyways...
@nicodougy thank you for your comment. The video sould show, that the movement of the point of convergence over the complex plane is extremely(or quite) different, regarding the half representing the values 1 > Re(s) > 0.5 than from 0.5 towards 0. (because the single vectors are all of length 1 at Re(s)=0, and there are so many vectors at each swung segment, each cornu spiral of the second half of the zeta function.(Both halfs are symmetric for Re(s)=0.5, therefore the zeroes result.Continued
Extremely nice video! I realize when I see this, that it is not just that all zero have always Re=1/2 but that every time Zeta(1/2+ai) goes next to zero, it always passes by zero and never misses it! It is like it is attracted by it! I never realized that before watching your video...
On the other hand I am not sure I understand what all the other stuffs around should represent, but that does not look important as long as I get the meaning of the line. Thanks anyways...
nicodougy 11 months ago
@nicodougy thank you for your comment. The video sould show, that the movement of the point of convergence over the complex plane is extremely(or quite) different, regarding the half representing the values 1 > Re(s) > 0.5 than from 0.5 towards 0. (because the single vectors are all of length 1 at Re(s)=0, and there are so many vectors at each swung segment, each cornu spiral of the second half of the zeta function.(Both halfs are symmetric for Re(s)=0.5, therefore the zeroes result.Continued
TRAJEKTORULM 10 months ago