Skip to content
Descubridor Institucional UMAR
Inicio
Búsqueda avanzada
Explorar
Inicio
Búsqueda avanzada
Explorar
Login
Language
English
Deutsch
Español
Français
Italiano
All Fields
Title
Author
Subject
Call Number
ISBN/ISSN
Tag
Find
Advanced
Foundations of the ρ-diffusion programme: NGFO master identity, Z/p^kZ extension, Q7, and the p-adic anchor
Foundations of the ρ-diffusion programme: NGFO master identity, Z/p^kZ extension, Q7, and the p-adic anchor
Fuente:
Zenodo
Saved in:
Bibliographic Details
Main Author:
Niedbala Giraudin, David
Format:
Recurso digital
Published:
Zenodo
2026
Subjects:
diffusion theory
p-adic valuations
moment sequences
generating functions
compound Poisson
set partitions
Wright-Fisher process
number theory
total variation distance
Riemann hypothesis (peripheral)
Online Access:
Acceder al recurso
Tags:
Add Tag
No Tags, Be the first to tag this record!
Cite this
Text this
Email this
Print
Export Record
Export to RefWorks
Export to EndNoteWeb
Export to EndNote
Save to List
Permanent link
Holdings
Description
Comments
Similar Items
Staff View
Internet
https://doi.org/10.5281/zenodo.19763006
Similar Items
Démonstration rigoureuse de la couche ℓ = 2 de la conjecture forte v_p(a_j(p^k - 1)) ≥ ⌈j/p⌉ pour j ∈ [2p+1, 3p] et k ≥ 2
by: Niedbala Giraudin, David
Published: (2026)
A Proof of the Riemann Hypothesis
by: Keen, Joseph
Published: (2026)
The 2-Adic Valuation of Spectral Bernoulli Numbers: A Digit-Sum Cancellation Law
by: EL MAHYAOUI, Nabil
Published: (2026)
Riemann Hypothesis via Spectral Operator: Self-Adjoint H_D with 5 Million Zeros Verified
by: Daugherty, Bryan, et al.
Published: (2026)
Divisibility of Central Binomial Coefficients by the Partition Function: A Computational Study and Evidence for Finiteness
by: Naladiga Venkat, Arvind
Published: (2025)