My contribution to the #WorldAIDSDay2025: The HIV capsid is determined by multiples of 6°

My contribution to the #WorldAIDSDay2025: The HIV capsid is determined by multiples of 6°


My contribution to the #WorldAIDSDay2025:
The HIV capsid is determined by multiples of 6° to more than 99%:
 12 pentagons characterized by 72° = 12 x 6°.
~250 hexagons characterized by 60° = 10 x 6°.

Therefore, the HIV capsid can be described by GEIER's equation Phi(electron) = k Phi(alpha) (pi/5)^1/2 (2hbar)^1/2 with (pi/5)^1/2 =6°.

This insight on the arrangement of HIV capsid proteins (CA) will help to develop more advanced drugs against HIV and AIDS.

Please, compare with "Cubane Angles as Multiples of 6° = √(π/5)rad (a New "Quantum" in Science): A More Than Reasonable Fit?"
November 2025
DOI: 10.13140/RG.2.2.25206.25923 .

Source of HIV-structure: X-Ray Structures of the Hexameric Building Block of the HIV Capsid. PORNILLOS, Owen et al. Cell, Volume 137, Issue 7, 1282 - 1292 .

Yours Stefan Geier; Haidholzen

Kommentare

Kommentar veröffentlichen

Beliebte Posts aus diesem Blog

5 Years Corona Virus Pandemic: Correlates the repressive character of national policies with an affinity to authoritarian tendencies?

5 Years of Corona Virus Pandemic: Correlates the repressive character of national policies with an affinity to authoritarian tendencies?   Looking at Sweden and Austria as extreme entities of interest in Europe I want to introduce the hypothesis that the repressive character of national policies correlates with the affinitiy to authoritarian tendencies including neofascism. Further empirical analyses are appropriate, and possible. Looking at Asia including China allows a deepening of insights. Yours Stefan Geier, Haidholzen Recommended reading:  https://theconversation.com/5-years-since-covid-was-declared-a-pandemic-were-still-poorly-prepared-for-the-next-one-245362?utm_source=clipboard&utm_medium=bylinecopy_url_button  
Mehr anzeigen

Ergänzender Kommentar an das OVB zu “Streit über Info-Tour der Bahn“ von Michael Weiser vom Montag, 6. Mai 2024, Nummer 104, Seite 11, Rosenheim & Region: Demokratie-feindliche Gewalt durch die Deutsche Bahn im Landkreis Rosenheim

Sehr geehrter Herr Christoph Maier, sehr geehrte Redaktion, anbei ein ausführlicher Kommentar bzw. längerer Leserbrief zum Thema Gewalt durch die Deutsche Bahn, den ich wegen der Unerwartetheit, der Ungeheuerlichkeit, der Unerhörtheit und Brisanz des Inhalts  (Gewalt gegen  Matthias Ecke und Franziska Giffey)  und des Themas  direkt an die Redaktionsleitung sende: Ergänzender Kommentar (ausführlicher Leserbrief) an das OVB (Oberbayerisches Volksblatt) zu “Streit über Info-Tour der Bahn“ von Michael Weiser vom Montag, 6. Mai 2024, Nummer 104, Seite 11, Rosenheim & Region:   Der sehr informative Beitrag von Michael Weiser gibt nur einen Ausschnitt der Bürger-Sprechstunden der Deutschen Bahn zum Brennernordzulauf im Rosenheimer Raum wieder. Hinzuzufügen ist folgende unangenehme Wahrheit: So war ich Betroffener und Zeuge von demokratiefeindlichen und gewalttätigen Verhaltensweisen von Bahn-Mitarbeitern in Stephanskirchen am 22. April 2024 und in Riedering-Söllhu...
Mehr anzeigen

The INGLIS-TELLER Equation can be related to HERTZ's Contact Law, and the Golden Ratio Concept, and thus is related to GEIER's NEWTON's Cradle: "A substantial gestalt switch (Thomas S. KUHN)"

Bild
The INGLIS-TELLER Equation can be related to HERTZ's Contact Law, and the Golden Ratio Concept by Stefan Geier, I nstitute for Structuralistic Theory of Sciences Simssee ISTS, Gerhart-Hauptmann-Straße 6, 83071 Haidholzen, Germany, Europe, Blue Planet Earth, E-Mail: wissenschaftstheorie.simssee.1@gmail.com The INGLIS-TELLER Equation  N * n^7.5 = 0.027 a^-3  can be related to HERTZ's Contact Law, and the Golden Ratio Concept by 1. Left side:  Nn^7.5 =  Nn^15/2 = Nn^(3/2 *5) with 3/2 the HERTZ Contact Law exponent, and 5 the number of the KALUZA-KLEIN dimensions, and 2. Right side: 0.027 a^-3 with 0.027  ≈   Phi^2/10^2 * a^-3 with 10 the number of M-Theory's, and F-Theory's space dimensions, and 3 the number of the NEWTON-EINSTEIN space dimensions. "q.e.d." HERTZ's Contact Law represents the collision effect, and Phi^2 the Johannis STARK effect: Please, compare with INGLIS, David R., TELLER, Edward (1939): "Ionic depression of series limits in one-elect...
Mehr anzeigen