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Published on: February 2, 2020
GHQ-28 and cGHQ-28: implications of two scoring methods for the GHQ in a primary care setting
Claude Richard1, Marie-Thérèse Lussier, Robert Gagnon
1Research team in primary care, Equipe de recherche en soins de Première ligne, Cité de la Santé de Laval, 1755 Boulevard René-Laennec, Local D-S145, Laval (Québec) H7M 3L9, Canada. ell4400@videotron.ca
Background:
The General Health Questionnaire allows for distinguishing patients suffering from psychiatric problems from those in good mental health. There is some controversy as to the best scoring method. Two different methods have been proposed: GHQ and cGHQ. The present study aims at verifying whether there is confirmation of the hypothesis that the population resulting from the cGHQ calculation presents greater chronicity.
Method:
A total of 40 general practitioners and 1145 of their patients in the Greater Montreal area, Québec, Canada participated in the original study. A sub-group of 313 patients were followed over a 3-month period. The patients were asked to complete a set of questionnaires, including the GHQ-28. The traditional method of calculating the GHQ score and the alternative cGHQ method were used.
Results:
Two discordant groups of patients were identified: Group 1 (acute cases only), positive on the GHQ, but negative on the cGHQ (n = 124), and Group 2 (chronic cases only), negative on the GHQ and positive on the cGHQ (n = 64). Patients in Group 2 were older (p<0.001), were more worried about their health (p = 0.06) and their health problem had lasted for a longer time (p = 0.02). Patients in Group 2 were twice as likely to remain positive on the GHQ and/or the cGHQ as those in Group 1 in the 1- and 3-month follow-ups.
Conclusions:
The results suggest the presence of notable differences between the two groups, generally explainable by the hypothesis of greater chronicity in the cGHQ patients. The results confirm the impact of the choice of calculation method on the composition of the two groups. Finally, the authors suggest using the two calculation methods simultaneously.
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