| Literature DB >> 23877982 |
Kamlesh Khunti1, Michael L Wolden, Brian Larsen Thorsted, Marc Andersen, Melanie J Davies.
Abstract
OBJECTIVE: To determine time to treatment intensification in people with type 2 diabetes treated with one, two, or three oral antidiabetes drugs (OADs) and associated levels of glycemic control. RESEARCH DESIGN AND METHODS: This was a retrospective cohort study based on 81,573 people with type 2 diabetes in the U.K. Clinical Practice Research Datalink between January 2004 and December 2006, with follow-up until April 2011.Entities:
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Year: 2013 PMID: 23877982 PMCID: PMC3816889 DOI: 10.2337/dc13-0331
Source DB: PubMed Journal: Diabetes Care ISSN: 0149-5992 Impact factor: 19.112
Baseline characteristics of people included in the analysis
Probability at end of follow-up/median time (in years) of going from HbA1c above cutoff to intensification, reaching glycemic target, or end of follow-up data
Figure 1Time (years) from HbA1c >7, 7.5, and 8% (53, 58, and 64 mmol/mol, respectively) to intensification by one OAD (n = 35,988, 31,375, and 25,096) (A), two OADs (n = 21,858, 20,164, and 16,991, respectively) (B), and three OADs (n = 5,050, 4,733, and 4,112, respectively) (C). (Note: for three OADs, no regimen was intensified with an additional OAD.) For OAD, the probability is estimated as 1 minus cumulative incidence function for intensification; for insulin, the probability is estimated as 1 minus cumulative incidence function for intensification. For OAD or insulin, the probability is estimated as 1 minus sum of the cumulative incidence function for OAD and insulin.
Figure 2Time (years) from start of regimen to intensification by one OAD (n = 50,476) (A), two OADs (n = 25,600) (B), and three OADs (n = 5,677) (C). (Note: for three OADs, no regimen was intensified with an additional OAD.) For OAD, the probability is estimated as 1 minus cumulative incidence function for intensification; for insulin, the probability is estimated as 1 minus cumulative incidence function for intensification. For OAD or insulin, the probability is estimated as 1 minus sum of the cumulative incidence function for OAD and insulin.