Predicting the natural history of metabolic syndrome with a Markov-system dynamic model: a novel approach

• Published in: BMC medical research methodology Vol. 21; no. 1; p. 260
• Main Authors: Rezaianzadeh, Abbas, Morasae, Esmaeil Khedmati, Khalili, Davood, Seif, Mozhgan, Bahramali, Ehsan, Azizi, Fereidoun, Bagheri, Pezhman
• Format: Journal Article
• Language: English
• Published: England BioMed Central Ltd 27-11-2021; BioMed Central; BMC
• Subjects: Causes of; Chronic illnesses; Cohort Studies; Humans; Hyperglycemia; Hypertension; Iran - epidemiology; Lifestyles; Lipids; Markov analysis; Markov processes; Markov-system dynamics; Medical research; Metabolic syndrome; Metabolic Syndrome - diagnosis; Metabolic Syndrome - epidemiology; Metabolic syndrome X; Natural history; Obesity; Performance evaluation; Probability; Statistical methods; Iran; Metabolic syndrome; Natural history; Markov-system dynamics
• ISSN: 1471-2288; 1471-2288
• DOI: 10.1186/s12874-021-01456-x

Markov system dynamic (MSD) model has rarely been used in medical studies. The aim of this study was to evaluate the performance of MSD model in prediction of metabolic syndrome (MetS) natural history.
Data gathered by Tehran Lipid & Glucose Study (TLGS) over a 16-year period from a cohort of 12,882 people was used to conduct the analyses. First, transition probabilities (TPs) between 12 components of MetS by Markov as well as control and failure rates of relevant interventions were calculated. Then, the risk of developing each component by 2036 was predicted once by a Markov model and then by a MSD model. Finally, the two models were validated and compared to assess their performance and advantages by using mean differences, mean SE of matrices, fit of the graphs, and Kolmogorov-Smirnov two-sample test as well as R
index as model fitting index.
Both Markov and MSD models were shown to be adequate for prediction of MetS trends. But the MSD model predictions were closer to the real trends when comparing the output graphs. The MSD model was also, comparatively speaking, more successful in the assessment of mean differences (less overestimation) and SE of the general matrix. Moreover, the Kolmogorov-Smirnov two-sample showed that the MSD model produced equal distributions of real and predicted samples (p = 0.808 for MSD model and p = 0.023 for Markov model). Finally, R
for the MSD model was higher than Markov model (73% for the Markov model and 85% for the MSD model).
The MSD model showed a more realistic natural history than the Markov model which highlights the importance of paying attention to this method in therapeutic and preventive procedures.