Generalized　linear　models　are　usually　adopted　to　model　the　discrete　or　nonnegative　re-sponses.In　this　paper,empirical　likelihood　inference　for　fixed　design　generalized　linear　models　with　longitudinal　data　is　investigated.Under　some　mild　conditions,the　consistency　and　asymptotic　normal-ity　of　the　maximum　empirical　likelihood　estimator　are　established,and　the　asymptotic　x2　distribution　of　the　empirical　log-likelihood　ratio　is　also　obtained.Compared　with　the　existing　results,the　new　con-ditions　are　more　weak　and　easy　to　verify.Some　simulations　are　presented　to　illustrate　these　asymptotic　properties.