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Milton C. Weinstein

Researcher at Harvard University

Publications -  487
Citations -  87926

Milton C. Weinstein is an academic researcher from Harvard University. The author has contributed to research in topics: Cost effectiveness & Population. The author has an hindex of 121, co-authored 482 publications receiving 85070 citations. Previous affiliations of Milton C. Weinstein include Johns Hopkins University & Beth Israel Deaconess Medical Center.

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Recommendations of the Panel on Cost-effectiveness in Health and Medicine.

TL;DR: The basis for recommendations constituting the reference case analysis, the set of practices developed to guide CEAs that inform societal resource allocation decisions, and the content of these recommendations are described.
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Foundations of cost-effectiveness analysis for health and medical practices.

Abstract: Limits on health-care resources mandate that resource-allocation decisions be guided by considerations of cost in relation to expected benefits. In cost-effectiveness analysis, the ratio of net health-care costs to net health benefits provides an index by which priorities may be set. Quality-of-life concerns, including both adverse and beneficial effects of therapy, may be incorporated in the calculation of health benefits as adjustments to life expectancy. The timing of future benefits and costs may be accounted for by the appropriate use of discounting. Current decisions must inevitably be based on imperfect information, but sensitivity analysis can increase the level of confidence in some decisions while suggesting areas where further research may be valuable in guiding others. Analyses should be adaptable to the needs of various health-care decision makers, including planners, administrators and providers.
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Updating Cost-Effectiveness — The Curious Resilience of the $50,000-per-QALY Threshold

TL;DR: Evidence suggests that the ratio of $50,000 per quality-adjusted life-year gained by using a given health care intervention is too low and might best be thought of as an implied lower boundary.