It does not even say that the aggregate production of back-yard medicinal-marijuana gardens would "substantially affect interstate commerce".
Leases and units with more than one well pose special problems in forecasting because individual well profiles must be inferred based on well tests and the aggregate production of the lease or unit.
Indeed, a recent report from the United Nations Development Programme states that "by 2020, the combined economic output of three leading developing countries alone - Brazil, China and India - will surpass the aggregate production of Canada, France, Germany, Italy, the UK and the United States".
For example according to UNDP Report 2013 by 2020, the Report projects, the combined output of the three leading South economies China, India, Brazil will surpass the aggregate production of the United States, Germany, United Kingdom, France, Italy and Canada (Malik 2013).
To do so, we jointly estimate the capital stock, its depreciation rate, and the aggregate production function of the Argentinian economy during the 90s.
In this paper, we propose a Multi-Choice Mixed Integer Goal Programming model (MCMI-GP) for the aggregate production planning of a Brazilian sugar and ethanol milling company.
The model features an aggregate production function of the Cobb Douglas form, begin{aligned} Y_t =A_t K_t^alpha L_t^{1-alpha }, end{aligned} (1 where (Y_t) is output, (A_t) is total factor productivity, (K_t) is capital, and (L_t) is labor input.
Suppose each region has an aggregate production function of the form {Y}_{rt}=Fleft {N}_{1 rt},dots, {N}_{Irt,},{s}_{1 rt},dots, {s}_{Irt},{K}_{rt},{A}_{rt}right) (1 where Y=output, N i =employment in occupation i, i=1…I, s i =share of immigrants in occupation i, K =fixed capital, A=technical change factor, r=region, and t=time.
Price of international trade: Since exporting industries can sell their outputs in both international and domestic market, the price of their aggregate production is a weighted sum of the price obtained in each market.
We present a mixed integer linear programming (MILP) approach for an aggregate production planning (APP) problem of an electronics manufacturer.
The welfare measure consists of aggregate production minus total vacancy costs, i.e. note that (u_{l}Theta _{l}k=left ({v_{l}^{F}}+{v_{l}^{I}}right k,~l={m,h}), and minus the aggregate costs of education.
