https://www.youtube.com/watch?v=PgLDQFD84es
The video instead of looking at floor(abundancy index) as a way of grouping the integers, takes a look at floor(e^(abundancy index)) as the abundancy index max is log-log bound (at least after 5040) under the assumption of Riemann Hypothesis is true. This allows are more interesting interplay between the groups and visualized a ton of consequences the sigma function's behaviour has for what we can say about the abundancy index. bla bla bla TL;DR I know :)
Can read more in the video description :)
The video instead of looking at floor(abundancy index) as a way of grouping the integers, takes a look at floor(e^(abundancy index)) as the abundancy index max is log-log bound (at least after 5040) under the assumption of Riemann Hypothesis is true. This allows are more interesting interplay between the groups and visualized a ton of consequences the sigma function's behaviour has for what we can say about the abundancy index. bla bla bla TL;DR I know :)
Can read more in the video description :)
