4 ms·
Sounds interesting, but not sure what you mean by: > you'll discover that there will always be a gap if you try and combine two odd number series together Can
by yters 8y ago
Sounds interesting, but not sure what you mean by:
> you'll discover that there will always be a gap if you try and combine two odd number series together
Can you elaborate?
- aaaaaardvark 8y agoox_n's last theorem
- ox_n 8y agoConsecutive base numbers will necessarily alternate between even and odd. So even the closest base numbers still have a gap between their resulting odd number series, which only increases as the distance between base numbers increases.
- andrepd 8y agoStill don't get it. What do you mean by "base numbers" and what do you mean by "alternate between even and odd"?
- gowld 8y ago'ox_n appears to be trying to prove (by a pigeonhole agument) that the equation x^n + y^n = z^n in unsolvable for _some z_. That's much weaker than proving that it is unsatisfiable at _every_ z.