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Chikungunya virus genome fits FIBONACCI- and LUCAS-numbers very well - a first look by Stefan Geier et al.

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Chikungunya virus genome fits FIBONACCI- and LUCAS-numbers very well - a first look by Stefan Geier et al. Chikungunya virus (CHIKV) is an enveloped, positive-sense, single-stranded RNA virus (family Togaviridae , genus Alphavirus ) first isolated in Tanzania in 1953. Measuring 60–70 nm in diameter, the virus features an icosahedral capsid and belongs to the Semliki Forest virus complex, with close phylogenetic ties to the O'nyong'nyong and Ross River viruses. As an arbovirus transmitted by Aedes mosquitoes ("Asian" tiger mosquito or forest mosquito), CHIKV poses significant public health risks; consequently, it is classified as a Category B priority pathogen in the United States, necessitating Biosafety Level 3 (BSL-3) protocols for laboratory handling. Gene 1 length; non-structural proteins: 2474 nt* Gene 2 length; structural proteins: 1248 nt* Total gene length: 11700 nt* Nearest FIBNACCI- or LUCAS-numbers**: Gene 1: 2584 = F18  Gene 2: 1346 = L15 Full gene: 10946...

"NANOG hombox protein mRNA fits a FIBONACCI-LUCAS-number mean very well with 100%! A first look" by Stefan Geier et al.

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" NANOG hombox protein mRNA fits a FIBONACCI-LUCAS-number mean very well! A first look" by Stefan Geier et al. mRNA ORF length of NANOG*: 915 nt Biomathematics according to our group**: F16+L14 = 987+843 = 1830 =2* 915 . This provides an 100% fit with ( F16+L14)/2 . Compare: 843/915=92.1% ; 915/987=92.7%. This is compatible with GEIER's equations and corroborates GEIER's programme** in a wider perspective. We assume and hypothesize that this perfect fit is associated with the extremly long evolutionary pressure of (bio-)physics described by GEIER's equations on NANOG (and other evolutionary old or biological very important sructures) . *Gawlik-Rzemieniewska N, Bednarek I (2015-11-30). "The role of NANOG transcriptional factor in the development of malignant phenotype of cancer cells" . Cancer Biology & Therapy. 17 (1): 1–10. doi : 10.1080/15384047.2015.1121348 . PMC 4848008 . PMID 26618281 . **St. Geier et al. "GEIER's Equations" and ...

"Omega-5 gliadin (Tri a 19) genome length and FIBONACCI- or LUCAS-numbers: a 98% fit! A first look" by Stefan Geier, Michele Geier-Noehl et al.

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Omega-5 gliadin (Tri a 19) genome length and FIBONACCI- or LUCAS-numbers: a 98% fit! - A first look by Stefan Geier, Michele Geier-Noehl et al. Gerhart-Hauptmann-Straße 6, 83071 Haidholzen Omega-5 gliadin (Tri a 19) is a major wheat allergen encoded at the Gli-1 locus on the short arm of chromosome 1B. The coding sequence length of the gene is typically about 1,344 base pairs (bp), translating to a 439-amino-acid protein with a molecular mass of roughly 65 kDa. Genomic & Protein Specifications Gene Coding Length: mean 1,344 bp ("The ω-5a gene consists of 1,413 bp and has an ORF throughout the entire 1317 bp coding region. The nucleotide and deduced amino acid sequences are shown in Fig. 2 . The nucleotide sequence of the ω-5b gene - which has 1275 bp - is almost identical to that of ω-5a gene except that the repetitive domain is 138 bp shorter."*): 1344/nearest FIBONACCI- or LUCAS-number = 1344/L15 = 1344/1364 = 98.5%, with L15 the 15th LUCAS-number = Phi^15. This is comp...

Eine hyperreichenfokussierte Vermögensteuer als Lösung eines strukturellen Einnahmenproblems – Überlegungen für eine handlungsintendierende Diskussion (Teil B) von Stefan Geier, Gerhart-Hauptmann-Straße 6, 83071 Haidholzen, Germany

Eine hyperreichenfokussierte Vermögensteuer als Lösung eines strukturellen Einnahmenproblems – Überlegungen für eine handlungsintendierende Diskussion (Teil B) von Stefan Geier, Gerhart-Hauptmann-Straße 6, 83071 Haidholzen, Germany   Abstract Diese Arbeit begründet, dass eine Vermögensteuer, die ausschließlich sehr hohe Nettovermögen erfasst, ein ökonomisch, verteilungspolitisch und fiskalisch geeignetes Instrument zur Lösung eines strukturellen Einnahmenproblems sein kann. Das Einnahmenproblem wird als dauerhafte Lücke zwischen öffentlichen Investitions- und Transformationsbedarfen einerseits und politisch verfügbaren, laufenden Einnahmen andererseits verstanden. Für Deutschland zeigen aktuelle Befunde hohe Investitionsbedarfe in Infrastruktur und Transformation sowie einen erheblichen kommunalen Investitionsrückstand (Dullien et al., 2024; KfW, 2026). Zugleich ist Vermögen stark konzentriert; die Deutsche Bundesbank weist für 2023 eine weiterhin hohe Vermögensungleichheit a...