Oscillation Periods
Business cycle periods follow a geometric mean formula: T ~ 2pi*sqrt(tau_n * tau_m) from coupled CES oscillators.
Impact Score
Score Reasoning
- Importance
- Derives classical business cycle taxonomy (Kitchin, Juglar, Kuznets, Kondratieff) from CES coupled oscillators. Important supporting result for the dynamics framework.
- Novelty
- New derivation of business cycle periods from geometric mean of CES adjustment timescales. Connects cycle taxonomy to CES production structure rather than imposing periods exogenously.
- Quality
- Clear derivation from 2x2 dynamics matrix, well-organized table of predicted vs classical cycle periods, good cross-links to crisis-duration, rho-ordering, temporal-ordering.