Modeling in quantum economics

We start with out premise that there are few solutions to production, and the ones found by the economy are very locally stable.  We ca hld a strcuture for w aiel, then we srop a rank, literally using a sparer distribution network.  Er operate in the N-1 state, the deflated state in which inventories accumulate.

The dimensionality of production is small, so the QM model would expect the economy to have five pole/zero combinations typically, using the hydraulic bandwith model.  QM modelers would be trying to reconstruct the dimensionality of production in a particular sector by decomposing output into a generalized yield curve.  The quantum component comes in when we know values of state variables cannot exceed a trading range, like analytic stock traders do.  When a sector trade gets out of range, then the sector may be due for a deflation (or visa versa).

There is more to it, somewhere.