Entry
Entries A-Z
Subject index
Generalized Method of Moments
When information on a set of parameters is given in the form of moments (expectations), equations containing this information are called the moment conditions. For example, if yt = x′tθ+ ut is considered and the statistician knows a priori that xt and ut are uncorrelated, then the corresponding moment conditions are Ext(yt – x′tθ) = 0. Alternatively, if it is believed that zt and ut are uncorrelated for some random variables zt, then the moment conditions would be Ezt(yt – x′tθ) = 0. In the above examples, the functions xt(yt – x′tθ) and zt(yt – xt′θ), whose ...
- Loading...
Get a 30 day FREE TRIAL
-
Watch videos from a variety of sources bringing classroom topics to life
-
Read modern, diverse business cases
-
Explore hundreds of books and reference titles
Sage Recommends
We found other relevant content for you on other Sage platforms.
Have you created a personal profile? Login or create a profile so that you can save clips, playlists and searches