Research / Contact operators
IDOS Energy, Coherence, and Supporting Dynamics
Updated October 16, 2026
The maintained mass law has a direct energy interpretation:
E d , N = ε d D d , N , D d , N = IDOS d ( N ) = ( N + d d ) , ε d = μ d c 2 .
E_{d,N}=\varepsilon_d D_{d,N},\qquad
D_{d,N}=\operatorname{IDOS}_d(N)=\binom{N+d}{d},\qquad
\varepsilon_d=\mu_dc^2.
E d , N = ε d D d , N , D d , N = IDOS d ( N ) = ( d N + d ) , ε d = μ d c 2 .
The sector scale is the complete energy per counted state, not an additive
pedestal beneath an oscillator. Counts include every degree through the cutoff.
The following constructions test how this interpretation can be realized.
They are conditional classical field models in ordinary spatial dimensions;
none replaces deterministic electron trajectories with a probability density.
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