Dear all,
I am investigating to what extent relative salary (salary relative to teammates, salary relative to compatriots etc.) influences performance in Major League Baseball using panel data of individual players from 1985 until 2014. Due to the nature of baseball, there is attrition whereby no player is observed for the full time period and there are also gaps in the panel for numerous reasons (ie. a player serves suspension, a player takes a year out etc). I intend to estimate this relationship using fixed effects.
This is an obvious case of simultaneity whereby a player's salary influences his performance, whilst his performance also influences salary. Unfortunately, I haven't been able to find appropriate instruments, however, I have read about the use of lagged endogenous variables to solve for simultaneity which work because the dependent variable at time t will have no causal relationship with the independent variable at time t-1. I suspect that this technique won't be necessary for me since, naturally, salary at time t is influenced by performance at time t-1 since a player's salary can only be changed at the beginning of the season where performance statistics for that season are not yet observed. I have two questions: firstly, is this intuition correct and secondly, does the nature of baseball mean that simultaneity does not exist between performance and salary and if not, is there anything else I could potentially do to correct for it? (I understand that it would be impossible to tell me what would work since I haven't disclosed enough information about my investigation but any suggestions would be greatly appreciated)
Kind regards,
William
I am investigating to what extent relative salary (salary relative to teammates, salary relative to compatriots etc.) influences performance in Major League Baseball using panel data of individual players from 1985 until 2014. Due to the nature of baseball, there is attrition whereby no player is observed for the full time period and there are also gaps in the panel for numerous reasons (ie. a player serves suspension, a player takes a year out etc). I intend to estimate this relationship using fixed effects.
This is an obvious case of simultaneity whereby a player's salary influences his performance, whilst his performance also influences salary. Unfortunately, I haven't been able to find appropriate instruments, however, I have read about the use of lagged endogenous variables to solve for simultaneity which work because the dependent variable at time t will have no causal relationship with the independent variable at time t-1. I suspect that this technique won't be necessary for me since, naturally, salary at time t is influenced by performance at time t-1 since a player's salary can only be changed at the beginning of the season where performance statistics for that season are not yet observed. I have two questions: firstly, is this intuition correct and secondly, does the nature of baseball mean that simultaneity does not exist between performance and salary and if not, is there anything else I could potentially do to correct for it? (I understand that it would be impossible to tell me what would work since I haven't disclosed enough information about my investigation but any suggestions would be greatly appreciated)
Kind regards,
William
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