IndisputableMonolith.Chemistry.PeriodicBlocks
The PeriodicBlocks module defines structures for periodic table modeling in Recognition Science. It centers on the identity equating shell scale to E_coh times capacity at each n. Researchers deriving chemical periodicity from RS fundamentals would cite these definitions. The module imports base constants and contains only definitions with no proofs.
claimThe identity $s(n) = E_{coh} · c(n)$ holds for shell scale $s(n)$ and block capacity $c(n)$ at each level $n$.
background
Recognition Science derives all structures from the J-cost functional equation and the forcing chain T0-T8. This module applies those to chemistry by introducing periodic block definitions. It imports the fundamental RS time quantum from Constants, quoted as 'The fundamental RS time quantum (RS-native). τ₀ = 1 tick.'
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
This module supplies definitions for periodic blocks that feed into higher-level chemistry theorems in the Recognition Science framework. It connects base constants to the chemistry domain and supports extensions via the phi-ladder.
scope and limits
- Does not derive numerical properties for specific elements.
- Does not include quantum mechanical operators beyond RS scales.
- Does not prove the underlying J-uniqueness or forcing chain.
- Does not incorporate experimental data or external constants.