University of Illinois at Chicago, Chicago, IL.
University of Illinois at Chicago, Chicago, IL.
Urology. 2019 Oct;132:183-188. doi: 10.1016/j.urology.2019.06.022. Epub 2019 Jun 26.
To present a configurable mathematical method to optimize long-term clinical decision-making for benign prostatic hyperplasia.
We designed a Markov chain model to simulate the different health states associated with benign prostatic hyperplasia and the transition between these states based on specific interventions: observation, pharmacotherapy, and 4 types of minimally invasive laser surgery. Transition probabilities, disutility scores, and costs for each health state were derived from the literature, expert opinion, and hospital administration data. Disutility was defined as the complement to one of the utility (1-utility), with utility representing the overall quality of life associated with a particular state. Linear programming was used to compute the Markov decision model. Primary outcomes include cost-effectiveness curves comparing the average treatment cost across permitted disutility levels while considering all modeled interventions.
To achieve optimal patient outcomes (low International Prostate Symptoms Score), the model favored surgical interventions and increased costs of treatment. Between different desired disutility values (breakpoints), the model recommends performing 2 recommend treatments in relative proportions to achieve the lowest cost and optimal outcome. The model is limited by its theoretical basis and reliance on literature for transition probabilities and quality of life assessment.
This model provides a tool for doctors, administrators, and patients to optimize cost-efficacy when considering multiple treatments and different severities of benign prostatic hyperplasia and may be configured to other disease states or clinical practices. Further studies are necessary to validate this model for real-life application.
提出一种可配置的数学方法,以优化良性前列腺增生的长期临床决策。
我们设计了一个马尔可夫链模型,根据特定干预措施(观察、药物治疗和 4 种微创激光手术)来模拟与良性前列腺增生相关的不同健康状态及其之间的转移。转移概率、每个健康状态的不舒适评分和成本均来自文献、专家意见和医院管理数据。不舒适被定义为效用(1-效用)的补数,其中效用代表与特定状态相关的整体生活质量。线性规划用于计算马尔可夫决策模型。主要结果包括在考虑所有建模干预措施的同时,比较允许的不舒适水平下的平均治疗成本的成本效益曲线。
为了达到最佳的患者结果(低国际前列腺症状评分),该模型倾向于手术干预,并增加了治疗成本。在不同的期望不舒适值(临界点)之间,该模型建议以相对比例进行 2 种推荐治疗,以达到最低成本和最佳结果。该模型受到其理论基础和对文献中转移概率和生活质量评估的依赖的限制。
该模型为医生、管理人员和患者提供了一种工具,用于在考虑多种治疗方法和良性前列腺增生不同严重程度时优化成本效益,并可针对其他疾病状态或临床实践进行配置。需要进一步的研究来验证该模型在实际应用中的有效性。