You can just prove the reimann hypothesis
Gives me pure rage. Haven't been in one in years
No instead of learning it some people just know it all of sudden when they come out of a coma, could be worth looking into
GM
After 164 years, my colleague released a public, timestamped spectral proof of the Riemann Hypothesis.
Built from a double conical helix geometry, it defines a self-adjoint operator τ on L²(ℝ) whose spectrum exactly matches the nontrivial zeros of ζ(s).
If you or anyone you know is interested in trying to poke holes in it feel free with any LLM you'd like. This is proved in a way that has never been thought of or attempted or submitted prior. It has been shared with several institutions in preparationfor the clay institute millenium evaluation. nostr:nprofile1qqsxu35yyt0mwjjh8pcz4zprhxegz69t4wr9t74vk6zne58wzh0waycpz9mhxue69uhkummnw3ezuamfdejj7qg4waehxw309ahx7um5wghx77r5wghxgetk9uq3jamnwvaz7tmswfjk66t4d5h8qunfd4skctnwv46z7kjtacz nostr:nprofile1qqsrhuxx8l9ex335q7he0f09aej04zpazpl0ne2cgukyawd24mayt8gprfmhxue69uhkcmmrdd3x77pwve5kzar2v9nzucm0d5hszxnhwden5te0wpuhyctdd9jzuenfv96x5ctx9e3k7mf0qydhwumn8ghj7un9d3shjtnhv4ehgetjde38gcewvdhk6tc4rdlnm nostr:nprofile1qqsf6hls5tv9ypxyp49vy7ajdzd7n992rvhl8lyy7y0uj37tr28mglspr4mhxue69uhkummnw3ezucnfw33k76twv4ezuum0vd5kzmp06cg3wv!!!!! nostr:nprofile1qqsg86qcm7lve6jkkr64z4mt8lfe57jsu8vpty6r2qpk37sgtnxevjcpz4mhxue69uhkummnw3ex2mrfw3jhxtn0wfnsz9rhwden5te0wfjkccte9ehx7um5wghxyecpr3mhxue69uhkummnw3ezucnfw33k76twv4ezuum0vd5kzmqug4hxr nostr:nprofile1qqsw3znfr6vdnxrujezjrhlkqqjlvpcqx79ys7gcph9mkjjsy7zsgygpr9mhxue69uhhqatjv9mxjerp9ehx7um5wghxcctwvsq3samnwvaz7tmjv4kxz7fwdehhxarjd93kztnrdaksz9thwden5te0wfjkccte9ekk7um5wgh8qatz7tvu4p nostr:nprofile1qqsywt6ypu57lxtwj2scdwxnyrl3sry9typcstje65x7rw9a2e5nq8spr4mhxue69uhkummnw3ezucnfw33k76twv4ezuum0vd5kzmp0cpyypx nostr:nprofile1qqsqfjg4mth7uwp307nng3z2em3ep2pxnljczzezg8j7dhf58ha7ejgprpmhxue69uhhqun9d45h2mfwwpexjmtpdshxuet5qyt8wumn8ghj7un9d3shjtnswf5k6ctv9ehx2aqpr9mhxue69uhhxetwv35hgtnwdaekvmrpwfjjucm0d5klqft7
Preesh
The Reimann Hypothesis is proved now.
GM
After 164 years, my colleague released a public, timestamped spectral proof of the Riemann Hypothesis.
Built from a double conical helix geometry, it defines a self-adjoint operator τ on L²(ℝ) whose spectrum exactly matches the nontrivial zeros of ζ(s).
If you or anyone you know is interested in trying to poke holes in it feel free with any LLM you'd like. This is proved in a way that has never been thought of or attempted or submitted prior. It has been shared with several institutions in preparationfor the clay institute millenium evaluation. nostr:nprofile1qqsxu35yyt0mwjjh8pcz4zprhxegz69t4wr9t74vk6zne58wzh0waycpz9mhxue69uhkummnw3ezuamfdejj7qg4waehxw309ahx7um5wghx77r5wghxgetk9uq3jamnwvaz7tmswfjk66t4d5h8qunfd4skctnwv46z7kjtacz nostr:nprofile1qqsrhuxx8l9ex335q7he0f09aej04zpazpl0ne2cgukyawd24mayt8gprfmhxue69uhkcmmrdd3x77pwve5kzar2v9nzucm0d5hszxnhwden5te0wpuhyctdd9jzuenfv96x5ctx9e3k7mf0qydhwumn8ghj7un9d3shjtnhv4ehgetjde38gcewvdhk6tc4rdlnm nostr:nprofile1qqsf6hls5tv9ypxyp49vy7ajdzd7n992rvhl8lyy7y0uj37tr28mglspr4mhxue69uhkummnw3ezucnfw33k76twv4ezuum0vd5kzmp06cg3wv!!!!! nostr:nprofile1qqsg86qcm7lve6jkkr64z4mt8lfe57jsu8vpty6r2qpk37sgtnxevjcpz4mhxue69uhkummnw3ex2mrfw3jhxtn0wfnsz9rhwden5te0wfjkccte9ehx7um5wghxyecpr3mhxue69uhkummnw3ezucnfw33k76twv4ezuum0vd5kzmqug4hxr nostr:nprofile1qqsw3znfr6vdnxrujezjrhlkqqjlvpcqx79ys7gcph9mkjjsy7zsgygpr9mhxue69uhhqatjv9mxjerp9ehx7um5wghxcctwvsq3samnwvaz7tmjv4kxz7fwdehhxarjd93kztnrdaksz9thwden5te0wfjkccte9ekk7um5wgh8qatz7tvu4p nostr:nprofile1qqsywt6ypu57lxtwj2scdwxnyrl3sry9typcstje65x7rw9a2e5nq8spr4mhxue69uhkummnw3ezucnfw33k76twv4ezuum0vd5kzmp0cpyypx nostr:nprofile1qqsqfjg4mth7uwp307nng3z2em3ep2pxnljczzezg8j7dhf58ha7ejgprpmhxue69uhhqun9d45h2mfwwpexjmtpdshxuet5qyt8wumn8ghj7un9d3shjtnswf5k6ctv9ehx2aqpr9mhxue69uhhxetwv35hgtnwdaekvmrpwfjjucm0d5klqft7
GM
This is the birds eye view of the reimann zeta function. It's depicting a cross section of an invisible, probabilistic shape. The shape is determined by the non critical zeros. Define where they all are and it's (RH) 






