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将行星边界纳入健康经济评估。

Accounting for planetary boundaries in health economic evaluation.

机构信息

Research Unit Health Care Management, Institute of Public Health and Nursing Research, Health Sciences, University of Bremen, Bremen, Germany.

出版信息

Expert Rev Pharmacoecon Outcomes Res. 2024 Oct;24(8):861-871. doi: 10.1080/14737167.2024.2364047. Epub 2024 Jun 21.

Abstract

INTRODUCTION

Health economic evaluation (HEE) provides guidance for decision-making in the face of scarcity but ignores ecological scarcities as long as they involve external costs only. Following the imperative to account for planetary health, this study explores how this blind spot can be addressed.

AREAS COVERED

The study is based on a critical review of relevant work, particularly in the fields of HEE and life cycle assessment (LCA). LCA can provide information on a technology's environmental impacts which can be accounted for on both the effect and cost sides of HEE. Cost-benefit analyses can incorporate environmental impacts in case vignettes used for eliciting consumers' willingness to pay. Existing LCA impact models can be used to estimate human health risks associated with environmental impacts and add them to the health benefits in cost-utility analyses. Many jurisdictions offer lists of shadow prices that can be used to incorporate environmental impacts on the cost side of HEE. Also, environmental impacts can be reported in a disaggregated manner.

EXPERT OPINION

Accounting for planetary boundaries is likely to become a key field of methodological innovation in HEE. Decision relevance is likely to be highest for technologies with similar cost-effectiveness but different ecological impacts.

摘要

简介

健康经济评估(HEE)为应对稀缺性提供了决策指导,但只要涉及外部成本,就忽略了生态稀缺性。为了应对考虑地球健康的必要性,本研究探讨了如何解决这一盲点。

涵盖领域

本研究基于对相关工作的批判性回顾,特别是在 HEE 和生命周期评估(LCA)领域。LCA 可以提供有关技术环境影响的信息,这些信息可以在 HEE 的效果和成本方面进行核算。成本效益分析可以在用于征求消费者支付意愿的案例设想中纳入环境影响。现有的 LCA 影响模型可用于估计与环境影响相关的人类健康风险,并将其添加到成本效用分析中的健康效益中。许多司法管辖区提供影子价格清单,可用于在 HEE 的成本方面核算环境影响。此外,还可以以分解的方式报告环境影响。

专家意见

考虑地球边界可能成为 HEE 中方法创新的关键领域。对于成本效益相同但生态影响不同的技术,决策相关性可能最高。

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