School of Industrial and Systems Engineering and Center for Health and Humanitarian Systems, Georgia Institute of Technology, Atlanta, Georgia, USA.
Department of Psychiatry, University of North Carolina at Chapel Hill, Chapel Hill, North Carolina, USA.
J Affect Disord. 2022 Jan 1;296:498-505. doi: 10.1016/j.jad.2021.09.079. Epub 2021 Oct 5.
Major depression is a treatable disease, and untreated depression can lead to serious health complications. Therefore, prevention, early identification, and treatment efforts are essential. Natural history models can be utilized to make informed decisions about interventions and treatments of major depression.
We propose a natural history model of major depression. We use steady-state analysis to study the discrete-time Markov chain model. For this purpose, we solved the system of linear equations and tested the parameter and transition probabilities empirically.
We showed that bias in parameters might collectively cause a significant mismatch in a model. If incidence is correct, then lifetime prevalence is 33.2% for females and 20.5% for males, which is higher than reported values. If prevalence is correct, then incidence is .0008 for females and .00065 for males, which is lower than reported values. The model can achieve feasibility if incidence is at low levels and recall bias of the lifetime prevalence is quantified to be 31.9% for females and 16.3% for males.
This model is limited to major depression, and patients who have other types of depression are assumed healthy. We assume that transition probabilities (except incidence rates) are correct.
We constructed a preliminary model for the natural history of major depression. We determined the lifetime prevalences are underestimated and the average incidence rates may be underestimated for males. We conclude that recall bias needs to be accounted for in modeling or burden estimates, where the recall bias should increase with age.
重度抑郁症是一种可治疗的疾病,未经治疗的抑郁症会导致严重的健康并发症。因此,预防、早期识别和治疗至关重要。自然史模型可用于对重度抑郁症的干预和治疗做出明智的决策。
我们提出了一个重度抑郁症的自然史模型。我们使用稳态分析来研究离散时间马尔可夫链模型。为此,我们求解了线性方程组并通过经验测试了参数和转移概率。
我们表明,参数偏差可能会导致模型出现显著的不匹配。如果发病率正确,那么女性的终生患病率为 33.2%,男性为 20.5%,高于报告值。如果患病率正确,那么女性的发病率为.0008,男性为.00065,低于报告值。如果发病率处于低水平,并且量化了终生患病率的回忆偏差,女性为 31.9%,男性为 16.3%,那么该模型可以实现可行性。
该模型仅限于重度抑郁症,且假定患有其他类型抑郁症的患者是健康的。我们假设转移概率(发病率除外)是正确的。
我们构建了一个用于重度抑郁症自然史的初步模型。我们确定终生患病率被低估了,男性的平均发病率可能也被低估了。我们得出结论,在建模或负担估计中需要考虑回忆偏差,并且随着年龄的增长,回忆偏差应该会增加。