“Thus, we estimate a stochastic innovation production function: Latent opportunities affect the output proportionately, where ωi< 1 indicate unrealized opportunities. ωi= 1 indicates that the opportunities have been exploited. The usual error term affects the output qi. We assume that the innovation production function is linear in the logs of three inputs: internal R&D expenditure, external R&D expenditure and firm size measured by the number of employees. Innovation output is the turnover generated by new products. We then define ui= −ln (ωi) and yield: where ui≥ 0 implies that 0 < ωi≤ 1. With increasing ui the distance to the innovation production function increases, which indicates unrealized opportunities. qi = f (zi, ˇ)ωi exp (vi) (1)ln(qi) = ˇ0 + ˇ1 ln(z1i) + ˇ2 ln(z2i) + ˇ3 ln(z3i) + vi − ui (2)”
Based on this explanation I want to ask how I can calculate w as the opportunity gap In STATA.
Thank you in advance.
Kind regards,
Sibel Cetin
Related Posts with stochastic production function
Gen event variable for recurrent survival analysisHello everyone. I'm trying to create an event variable for my analysis. My objective is to gen a var…
Merging datasets by coordinates of objects and areasHey I have a question regarding the merging process when I do not have a key variable. My first data…
Merging with dates, ignoring missing values.Hello, I am trying to merge two datasets, one with stock price, so per company an observation per b…
marginal effects after gsemDear All, I'm estimating a gsem model with mlogit and probit equations with a nested structure (for …
Multilevel regression - problem lrtest and standard errorsHi all, I am currently working on my first project using STATA. I used mixed, trying to calculate a…
Subscribe to:
Post Comments (Atom)
0 Response to stochastic production function
Post a Comment