Subunit and subassembly processes
This note evaluates optimal subassembly procedures to maximize error-free final structures while minimizing subassembly stages, building on Crane's 1950 insights
System closure and dynamical degeneracy
Contemporary physics reveals that the mathematical descriptions of material systems are often nongeneric and degenerate, particularly in classical thermodynamics, leading to significant implications for understanding closed versus open systems, irreversible processes, and the relationship between disorder and system closure
The derivation of D'Arcy Thompson's theory of transformations from the theory of optimal design
Cohn's theory of Optimal Forms can be viewed as a comparative theory that leads to D'Arcy Thompson's transformation theory, with implications for comparative morphology and suggestions for further development
The DNA-protein coding problem
The study presents an algebraic framework for the DNA-protein coding problem, revealing the existence of infinitely many abstract codes and introducing ergodicity to derive a potential natural code while questioning the possibility of multiple codes in nature
The representation of biological systems from the standpoint of the theory of categories
A mathematical framework for general systems is developed using category theory, enabling the selection of unique canonical forms for various mathematical representations, including neural nets and finite automata, with potential applications in biological systems
No results yet, but the collection is still growing ;)
