| Literature DB >> 33170498 |
Jordan Amdahl1, Derek Weycker2, Ray Farkouh3, Liping Huang3, Caitlin Eichten1, Gerry Oster1.
Abstract
Cost-effectiveness evaluations play an important role in recommendations for use of pediatric vaccines that are set forth by the US Advisory Committee on Immunization Practices (ACIP). The fact that these evaluations are undertaken and accorded weight suggests that a critical value for designating pediatric vaccines as cost-effective (or not) must exist. For recommended pediatric vaccines, however, reported incremental cost-effectiveness ratios (ICERs) have varied greatly, and there does not appear to be an explicit threshold used by the ACIP to define how much is too much to pay for the prevention of communicable diseases in children. Further complicating this issue is the fact that conventional ICER thresholds-expressed in terms of cost per quality-adjusted life-year (QALY) gained-accord value only to length and quality of life and may not reflect our preferences as individuals or a society. For example, risk, an important attribute of many healthcare decisions, is ignored by the QALY model, as is the distribution of health benefits across different members of society. Are we indeed indifferent about risk and do we really believe that the value of disease prevention in children should be measured by the same "yardstick" as that for older adults? Accordingly, do we really believe that "a QALY is a QALY"? These issues, which are reviewed and discussed in this article, are more than just of theoretical interest; the answers impact how public health policy is determined, which impacts the lives and well-being of entire populations as well as the budgets of payers.Entities:
Keywords: Child; Cost-benefit analysis; Immunization; Infant
Year: 2020 PMID: 33170498 PMCID: PMC7652907 DOI: 10.1007/s40121-020-00367-6
Source DB: PubMed Journal: Infect Dis Ther ISSN: 2193-6382
Fig. 1Two alternative examples of QALY derivation
| While the cost-per-QALY framework is unquestionably a useful one in framing and addressing questions of value for money, this metric may not reflect our preferences (e.g., in terms of risk aversion or distribution of health outcomes) as individuals or a society. |
| Such limitations warrant a serious reexamination of how cost-effectiveness thresholds should be applied in healthcare decisions. |
| This is especially important when these decisions concern the use of pediatric vaccines against rare and unpredictable diseases. |
| Suppose you are offered an opportunity to invest your life savings—let’s assume $20,000–in a new business venture that would double your money within 1 year if it is successful, and you believe there is a four-in-five (80%) chance that it will succeed. However, you also think there is a 20% chance that the venture will fail, and if it does, you will not be able to recoup anything from your initial investment. Would you be willing to risk your life savings in this business? |
| The expected value of this “gamble” is $32,000 (i.e., [80% × $40,000] + [20% × $0]), and the bet therefore is one that it would be wise to take on (assuming that the investment did not involve your entire life savings and that you could repeat it many times). In reality, however, most people would be too worried about the possibility of losing their life savings to agree to participate in such a venture, preferring instead a safer investment vehicle that yielded a lower rate of return. This sort of behavior, termed “risk aversion” by economists, raises an important point about how people make decisions under conditions of uncertainty. When disaster is one possible outcome, people may willingly give up a great deal for safety. |
| Consider, for example, that you are the parent of a 10-year-old child who has been diagnosed with a life-threatening heart condition. With medical therapy alone, she would be expected to live a reasonably normal life until the age of 58 years (i.e., an additional 48 years of life). However, a surgical procedure also could be performed that, if successful, could extend her life by an additional 12 years beyond that afforded by medical therapy (i.e., to age 70 years), but which also involves an operative mortality risk of 20%. Note that the expected number of life-years for these two choices is identical (i.e., [100% × 48 years] = [80% × 60 years] + [20% × 0 years]). |
| Standard methods of cost-effectiveness analysis, and the application thereof, assume that we would be indifferent between these two treatment strategies and therefore would value them similarly. However, we suspect that under these circumstances, most parents would not want their child to undergo surgery. |
| The Consumer Product Safety Commission is responsible for federal regulation involving the safety of children’s clothing. Current regulatory standards for children’s sleepwear, sizes 7–14, require that it be flame-resistant and that it self-extinguish if lit by an open flame. Based on the results of an analysis of flammability standards [ |
| To provide another example, the safety of school buses in the US is regulated by the National Highway Traffic Safety Administration. Current regulations require that all new school buses be constructed with seat backs at least 24 inches high and with extendable signal arms that can be deployed to alert nearby drivers to the existence of pedestrians in the vicinity of the bus. According to the National Resource Council [ |
| On a larger scale, societal attitudes toward risky life-and-death choices are also exemplified in the US by decisions involving homeland security. Thankfully, terrorist attacks on US soil are few and far between. When they do occur, however, their consequences can be devastating and scarring. Not surprisingly, public spending on homeland security has increased massively since the September 11th attacks [ |