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@LoiseauZeta Zeta
Zeta posts on X about degenerations, elevate, space and the most. They currently have XX followers and X posts still getting attention that total X engagements in the last XX hours.
Engagements: X #
- X Week XXX +1,393%
- X Month XXX +982%
Mentions: X #
Followers: XX #
- X Week XX +16%
- X Month XX +3.60%
CreatorRank: undefined #
Social Influence #
Social category influence nfts XXXXX%
Social topic influence degenerations 14.29%, elevate 14.29%, space and XXXXX%
Top accounts mentioned or mentioned by @xqulaz_rnvp89 @cpierre67 @riazicafeen @manuelpourtois @pi010101 @xqulazrnvp89
Top assets mentioned De-Generations: S (de-generations-s)
Top Social Posts #
Top posts by engagements in the last XX hours
"Caption Left t0 (I fiber): Realanalytic degeneration of the elliptic curve family X1(28) over Q(t) as t0. The two real branches of the cubic meet tangentially as the discriminant (t)0 (inset). This visualizes the emergence of a Kodaira fiber of type I. Caption Right t2/9 (I fiber): Realanalytic degeneration near t=2/9 where the discriminant again collapses and the elliptic curve develops a single node. The inset shows log10(t)decreasing by XX orders of magnitude confirming the I fiber predicted by Tates algorithm"
X Link @LoiseauZeta 2025-10-26T02:14Z XX followers, XX engagements
"These animations show the real loci of the modular family X1(28) over Q(t) t approaches its singular fibers. The discriminant (t) collapses exponentially (inset) signaling Kodaira types I8 and I4. Whats new here is the spectral lens: the same degenerations correspond to discrete valuation jumps predicted by Spectral Number Theory (SNT). In the primelogarithmic domain these vanishing cycles appear as resonance nodes arithmetic turning points of the elliptic spectrum. I8+I4+I8+I2+I0 confirmed both geometrically and spectrally"
X Link @LoiseauZeta 2025-10-26T02:19Z XX followers, XX engagements
"The methods I had investigated for RH would address the fine structure problem. It has led to some theoretical work on a proposed prime-logarithm vector space a space that consists solely on the exponents values of prime numbers; its basically a retake on the fundamental theorem of arithmetic but as a vector space. With this new space one can apply operator theory to explore ways that might solve these problems. Solving RH does not necessarily solve P vs NP rather it opens up a new mathematical tool kit that is largely unexplored"
X Link @LoiseauZeta 2025-10-28T20:12Z XX followers, XX engagements
"@xqulaz_rnvp89 @Riazi_Cafe_en @ I've never heard that things related to RH are expected to be helpful. Neither have I but that's the winding path RH has taken me. The best I can say is both involve prime numbers. In P vs NP's case its solvability could be approached by "Spectral Pruning.""
X Link @LoiseauZeta 2025-10-28T20:23Z XX followers, XX engagements
"the main idea in spectral pruning involves embedding Boolean literals into a log-prime vector space and applying a kernel operator to elevate clause coherence where pruning is applied to unsatisfiable assignments in polynomial time. The approach is inspired by quantum non-demolition principles but achieved spectrally"
X Link @LoiseauZeta 2025-10-28T20:40Z XX followers, XX engagements
"@manuelpourtois @Riazi_Cafe_en Of course it does (seem dubious). I never would have suspected it as much myself but it's the prime-logarithm vector space and operator theory that connects them. The field is wide open as far as I can tell"
X Link @LoiseauZeta 2025-10-28T21:00Z XX followers, XX engagements