Protein length approximation by Lucas and Fibonacci targets – A first "proof" for generality by Stefan A. Geier et al.
Protein length approximation by Lucas and Fibonacci targets – A first "proof" for generality Stefan A. Geier*, Caroline Geier, Stephanie Geier, Constantin Geier, Katharina Geier, Nora Blättermann-Goldstein, and Michèle Geier-Noehl** Institute for Structuralistic Theory of Sciences Simssee (ISTS), Gerhart-Hauptmann-Straße 6, 83071 Haidholzen, Germany; and Ludwig-Maximilians-Universität Munich, Germany. **Dermatologische Klinik der Landeshauptstadt und der Ludwig-Maximilians-Universität LMU München, Thalkirchner Straße 48, 80337 Munich, Germany. *Correspondence: Stefan A. Geier; wissenschaftstheorie.simssee.1@gmail.com 1. Across the complete, reviewed canonical human proteome (UniProt UP000005640, ~20,400 reviewed canonical proteins) length data give the following results: Exact Mean Length : 472.5 amino acids (commonly cited as ~470–480 aa in proteomic literature). Exact Median Length : 375 amino acids. Standard Deviation : ~595 amino acids. Interquartile Range (IQR)...