Using SAS 9.4, I'm attempting to run a log-binomial regression model to generate prevalence ratios for the association between two variables ("race_gender," a 6-level categorical variable and "no_HIV_provider," a binary variable) adjusted for several covariates. All covariates are binary variables except for "rel_status" and "employed," each of which are 3-level categorical variables. The reference level = 0 for all variables. I understand that with so many variables in the model, it is likely that the model may not converge. When I ran the code below, I received the output attached, including the error message: "ERROR: The mean parameter is either invalid or at a limit of its range for some observations." Does this mean that the model did not converge, or is there an error in my code that I need to fix? If you need more information, please let me know. Thanks for your guidance! Jocelyn proc genmod data = hiv.hrsaall86 descending; class race_gender (ref='0') rel_status (ref='0') employed (ref='0')/param=ref; model no_HIV_provider = race_gender age_at_intake homosexual ART_appropriate hs_grad rel_status homeless food_insecurity employed time_since_dx/ link=log dist=bin type3; estimate "PR NHB male vs. NHW male" race_gender 1 0 0 0 0/exp; estimate "PR Hisp male vs. NHW male" race_gender 0 1 0 0 0/exp; estimate "PR NHW female vs. NHW male" race_gender 0 0 1 0 0/exp; estimate "PR NHB female vs. NHW male" race_gender 0 0 0 1 0/exp; estimate "PR Hisp female vs. NHW male" race_gender 0 0 0 0 1/exp; estimate "PR age at intake" age_at_intake 1/exp; estimate "PR homosexual vs. not homosexual" homosexual 1/exp; estimate "PR ART appropriate vs. not" ART_appropriate 1/exp; estimate "PR for divorced vs. single" rel_status 1 0/exp; estimate "PR for married vs. single" rel_status 0 1/exp; estimate "PR disabled/retired/controlled env vs. unemployed" employed 1 0/exp; estimate "PR employed vs. unemployed" employed 0 1/exp; estimate "PR HS grad vs. not" hs_grad 1/exp; estimate "PR homeless vs. not" homeless 1/exp; estimate "PR food insecure vs. not" food_insecurity 1/exp; estimate "PR dx-ed > 2 years ago vs. not" time_since_dx 1/exp; run;
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