Hi Everybody,
I'm using a panel data (from year 2013 to 2020) about firms' R&D, sales, region of origin, industry etc.. I'm considering to use multilevel model regression is because there are region and industry, so the data structure is nested. The thing is that I have only three regions, which is too few to be used as a level, otherwise it will lead to large mean square estimation errors (Antonakis et al., 2021). But since I have 8 years, I wonder if it's possible to use yearXregion as one level and industry as the second level. Does it make sense to do that?
year Company region Industry RD Salesm
2013 THERMOFISHERSCIENTIFIC America HealthCareEquipment&Services 286.78124 9491.9153
2013 JDSUNIPHASE America TechnologyHardware&Equipment 214.63274 1215.938
2013 TWITTER America Software&ComputerServices 448.11255 482.11879
2013 CA America Software&ComputerServices 454.64434 3273.8743
2013 CISCOSYSTEMS America TechnologyHardware&Equipment 4563.8461 34183.164
2013 AGCO America IndustrialEngineering 256.25408 7821.6955
2013 STJUDEMEDICAL America HealthCareEquipment&Services 501.05142 3988.8334
2013 EMERSONELECTRIC America Electronic&ElectricalEquipment 417.6637 17887.753
2013 LOCKHEEDMARTIN America Aerospace&Defence 978.89931 32889.566
Related Posts with Multilevel model: about the decision of levels
Restriction in imputed results (Multiple Imputation regression)Can anyone help me, how to restrict the imputed results from multiple imputation regression greater …
Average Net Migration RateHi all. Good Morning. This is my first post here, but I have been consulting you, thank you for your…
Generating row identifiers for nested panelsI am using Stata 15.1. I have nested panel in my data. I am struggling to generate panel row ids. Be…
Stata variable with more than 32 charactersI know that variables names in Stata are limited to 32 characters, but I am currently trying to repl…
Fixed effect DDD using aregHi everyone, this my first post here at Statalist! I've been browsing through posts, but couldn't f…
Subscribe to:
Post Comments (Atom)
0 Response to Multilevel model: about the decision of levels
Post a Comment