Humanistische Betrachtungen und Gegenwart

Dengue virus (DENV) and FIBONACCI- and LUCAS-numbers - A first look by Stefan Geier "DENV contains 10 723 nucleotides in a single-strand positive RNA genome, which encodes a large polyprotein precursor of 3 391 amino-acid residues." (Vivek Dhar Dwivedi et al.) The 21th FIBONACCI-number is 10 946. The 17th LUCAS-number is 3 571 (a LUCAS prime). The genome length of  DENV fits the 21th FIBONACCI-number with 97.96 % precision. The proteom length of DENV fits the 17th LUCAS-number 3 571 (a LUCAS prime) with 94.96 % precision. Therefore, we conclude that the  Dengue virus (DENV) fits our considerations on FIBONACCI- and LUCAS-numbers and GEIER's equations. The polyprotein of DENV comprises three structural proteins (C, prM and E) and (five or) seven nonstructural proteins (NS1, NS2A, NS2B, NS3, NS4A, NS4B and NS5). 3 is a LUCAS- and a FIBONACCI-number; 5 is a FIBONACCI-number; 7 is a LUCAS-number. This corroborates the above. Reference: Genomics, proteomics and evolution of de...

Normalized Bridge Factors Dimensionality Exponent Fits CKM Matrix Probabiliti es by Stefan Geier, Haidholzen Our exponent 5.7315 (Figure 3. below) fits the CKM matrix probabilities by 5.7315/6=0.95525 > 0.9734^2 (https://advancedphysicsinthe21stcenturysg.blogspot.com/2026/03/hypothesis-quarks-follow-geiers.html). Figure 3. Logarithmic residual n ln κ_α + ln κ_e. The exact real solution is the zero crossing; integer n=6 is the nearest tested integer. (Geier Stefan et al.: Normalized Bridge Factors of the Elementary Charge e and of Sommerfeld's Alpha in Relation to Φ: Inverse-Sixth-Root, Seven-Factor Seventh-Root, and Kaluza-Klein- Calabi-Yau Cellular-Scale Compactification - A First Ap proximation. June 2026 DOI: 10.13140/RG.2.2.12060.04481 ) CKM matrix = Cabibbo–Kobayashi–Maskawa matrix, quark mixing matrix, or KM matrix

Tick-borne encephalitis virus (TBEV) and FIBONACCI- and LUCAS-numbers - A first look by Stefan Geier The genome length of the tick-borne encephalitis virus (TBEV) is 11,097 nucleotides. The 21th FIBONACCI-number is 10,946. The genome length of TBEV fits the 21th FIBONACCI-number with 98.6 % precision. Therefore we conclude that the tick-borne encephalitis virus (TBEV) fits our considerations on FIBONACCI- and LUCAS-numbers and GEIER's equations. References: Frey S, Essbauer S, Zöller G, Klempa B, Weidmann M, Dobler G, Pfeffer M. Complete Genome Sequence of Tick-Borne Encephalitis Virus Strain A104 Isolated from a Yellow-Necked Mouse (Apodemus flavicollis) in Austria. Genome Announc. 2013 Aug 8;1(4):e00564-13. doi: 10.1128/genomeA.00564-13. PMID: 23929473; PMCID: PMC3738889. Geier Stefan et al. "GEIER's Equations" and "GEIER's Φ(e) ↔ Φ(α) Equilibrium Programme" with FIBONACCI/LUCAS extensions (GEIER's Equations Part 2.1). ResearchGate, February 2026, ...

  Comment on the Inverse Sixth-Radix Bridge in the Stefan Geier et al. Normalized Bridge-Factor Manuscript: Normalized Bridge Factors of the Elementary Charge e and of Sommerfeld's Alpha in Relation to Φ: Inverse-Sixth-Root, Seven-Factor Seventh-Root, and Kaluza-Klein-Calabi-Yau Cellular-Scale Compactification – A First Approximation ( June 2026, DOI:  10.13140/RG.2.2.12060.04481 )   One-sentence abstract. The inverse sixth-radix relation κ_α ≈ κ_e^{−1/6} is the most mathematically disciplined and physically suggestive part of the Geier et al. bridge-factor proposal, because it is sign-correct, numerically specific, and naturally comparable with a six-real-dimensional compact-volume heuristic while remaining explicitly open to falsification. Abstract. This comment offers a strongly positive assessment of the inverse sixth-radix, or inverse sixth-root, aspect of the manuscript by S. A. Geier et al. [1]. The paper defines two normalized residual bridge factors, κ_e = ...