https://www.researchgate.net/publication/367240704_PROPERTIES_OF_THE_RIEMANN_ZETA_FUNCTION_IN_THE_CRITICAL_RANGE
In this article we will prove by reduction to absurdity that the Riemann zeta function admits at least one non-trivial zero outside the critical range.
Help me verify these arguments!!!!
It appears to me that most of the (partial/integro) differential equations that we find difficult/impossible to solve (even numerically), are all nonlinear, like the Navier-Stokes equation.
Are there many difficult linear (partial/integro) differential equations out there? The many-body Schröding...
@Semiclassical Because of the (unjustified) upvotes , 20K+users unfortunately cannot do anything either. Apart from the cheat aspect, this question should be deleted anyway.
@SineoftheTime Too few and too slow or perhaps not consequent enough delete-voters. Everything has been said in the first comment , but still the answer (that should not have been given) received an upvote !
@SineoftheTime A lot of eyes now are aware of that. We just need to continue to be observant, always flag for mod attention, since the user has now had four accounts deleted, and I suspect the mods are investigating, and perhaps escalating the issue to the network wide community mods, who have more tools available than do site mods.
@amWhy ty for the information, btw I don't understand why he'd talk about such important "discovery" on MSE. clearly before publishing it, experts have to check if it's true
@SineoftheTime Folks asking for reviews of such efforts, on our site, is really off topic, and they usually, if submitted to a credible journal, are rejected. That's one of the reasons "review my paper" + link, are consistently off topic. But any user re-asking the same question over and over again, creating new usernames when banned from asking, is asking for deletion of their account, more or less.
