• Matching-Adjusted Indirect Comparisons (MAICs): What, Why, and How?

    Matching-Adjusted Indirect Comparisons (MAICs): What, Why, and How?

    Meta-analysis is crucial in evidence-based medicine as it combines data from multiple studies for more precise treatment effect estimates. However, when head-to-head clinical trials directly comparing treatments are scarce, Indirect Treatment Comparisons (ITC) become valuable by offering insights through common comparators. The conventional approaches to ITCs hinge on aggregate data, assuming a uniform distribution of effect-modifying variables across trials. The emergence of the Matching-Adjusted Indirect Comparison (MAIC) methodology, which challenges these assumptions, is gaining momentum, particularly in submissions to reimbursement organizations.[1-3]

    MAICs are an extension of the traditional ITC method, developed with the aim of addressing some of the limitations of traditional ITCs, particularly the issue of confounding by patient characteristics. MAICs attempt to make the compared treatment groups more comparable by adjusting for patient-level characteristics that may influence treatment outcomes. MAICs offer a unique vantage point within Health Technology Assessment (HTA) submissions, amalgamating unadjusted ITC outcomes, even when relative treatment efficacy appears modest. This method aims to minimize bias, facilitating a fair and nuanced comparison of therapies akin to real-world scenarios.[4-6]

    MAICs are grounded in individual-level patient data (IPD) from an intervention trial (e.g., manufacturer’s product) and published aggregate data from the comparator’s trial, and seek equilibrium by reweighting IPD patient characteristics. Techniques such as propensity scores derived from moment methods or entropy balancing play a pivotal role in this equilibrium, ensuring the reweighted IPD outcomes are juxtaposed against published aggregate data to discern relative impact.[7]

    MAICs predominantly operate within an “anchored” framework, often relying on a shared comparator (e.g., placebo) to ground comparisons. This approach, common in connected networks that account for randomization, shields estimations from the sway of imbalanced prognostic factors. Nonetheless, empirical evidence or clinical insight must substantiate effect modification claims. Conversely, the “unanchored” MAIC takes center stage in disconnected networks lacking a common comparator, directly juxtaposing reweighted IPD outcomes and published aggregate data. Rigorous estimates of absolute effects and vigilant control of prognostic and effect-modifying factors are prerequisites for unanchored comparisons, while lurking unobserved confounding remains challenging due to a lack of randomization. Fundamentally, anchored MAICs illuminate treatment impact, whereas unanchored variants scrutinize outcomes across trials.[6,7]

    MAICs often have a lower risk of confounding because of the matching of patients based on key characteristics; for the same reason, potential bias from differences between the treatment groups in the original trials is also lower with MAICs. Further, since MAIC creates a more balanced comparison by aligning patient characteristics, treatment estimates are often more robust and reliable than conventional ITCs. However, MAICs also have certain limitations pertaining to the availability of suitable IPD, the potential of selection bias of patient data, quality and completeness of IPD, and challenges related to assumptions and extrapolations. While MAIC employs individual-level patient data (IPD) to mitigate observed differences, unobserved disparities can lead to residual confounding. Even when placebo-arm outcomes are balanced, unobserved factors affecting treatment outcomes but not placebo outcomes can bias comparisons. Practical challenges include the need for matched outcome definitions and inclusion/exclusion criteria and the inability to fit or calibrate propensity score models using aggregate data. Balancing multiple baseline factors relies on an adequate number of patients with IPD, which can reduce the adequate sample size. MAIC may be utilized for single-arm trials, but the absence of a common comparator limits validation. Irreconcilable differences in trial design or patient characteristics might exclude trials from analysis, necessitating a trade-off between evidence inclusion and reducing heterogeneity. Sensitivity analyses are crucial to assessing the impact of trial inclusion/exclusion on results.[8,9]

    In a landscape where clinical decision-making hinges on robust evidence, MAIC is a valuable tool, offering unique perspectives and cautionary lessons. As researchers, practitioners, and evaluators continue to explore the horizons of evidence synthesis, the pursuit of accuracy, transparency, and informed choices remains paramount. By embracing the insights and addressing the limitations of MAIC, we inch closer to a comprehensive understanding of treatment landscapes and forge a path toward more informed and patient-centered healthcare decisions.

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    References

    1. Ahn E, Kang H. Introduction to systematic review and meta-analysis. Korean J Anesthesiol. 2018 Apr;71(2):103-112.
    2. Jansen JP, Fleurence R, Devine B, et al. Interpreting indirect treatment comparisons and network meta-analysis for health-care decision making: report of the ISPOR Task Force on Indirect Treatment Comparisons Good Research Practices: part 1. Value Health. 2011 Jun;14(4):417-28.
    3. Veroniki AA, Straus SE, Soobiah C, et al. A scoping review of indirect comparison methods and applications using individual patient data. BMC Med Res Methodol. 2016 Apr 27;16:47.
    4. Phillippo DM, Ades AE, Dias S, et al. Methods for Population-Adjusted Indirect Comparisons in Health Technology Appraisal. Med Decis Making. 2018 Feb;38(2):200-211.
    5. Phillippo DM, Dias S, Elsada A, et al. Population Adjustment Methods for Indirect Comparisons: A Review of National Institute for Health and Care Excellence Technology Appraisals. Int J Technol Assess Health Care. 2019 Jan;35(3):221-228.
    6. Thom H, Jugl SM, Palaka E, Jawla S. Matching adjusted indirect comparisons to assess comparative effectiveness of therapies: usage in scientific literature and health technology appraisals. Value in Health. 2016 May 1;19(3):A100-1.
    7. Petto H, Kadziola Z, Brnabic A, et al. Alternative Weighting Approaches for Anchored Matching-Adjusted Indirect Comparisons via a Common Comparator. Value Health. 2019 Jan;22(1):85-91.
    8. Signorovitch JE, Sikirica V, Erder MH, et al. Matching-adjusted indirect comparisons: a new tool for timely comparative effectiveness research. Value in Health. 2012 Sep 1;15(6):940-7.
    9. Jiang Y, Ni W. Performance of unanchored matching-adjusted indirect comparison (MAIC) for the evidence synthesis of single-arm trials with time-to-event outcomes. BMC Med Res Methodol. 2020 Sep 29;20(1):241.
  • An Overview of Methods for Indirect Treatment Comparisons in Healthcare Decision-making

    An Overview of Methods for Indirect Treatment Comparisons in Healthcare Decision-making

    Meta-analyses summarize data from head-to-head trials to evaluate pairs of treatments that have been directly compared.[1] However, in certain circumstances, multiple therapies are of interest, and no data is available on their direct comparison. In such cases, indirect treatment comparison (ITC) is performed for synthesizing evidence surrounding treatments of interest.[2] ITC assumes that the studies are similar and homogenous regarding the administered therapies, patient characteristics, and observed effects, and works best when the inconsistency between indirect and direct evidence is minimal or absent. 

    Various methods of ITC have been developed depending on the availability of individual patient data (IPD) and summary level data (SLD). Some of these methods include naïve ITC, network meta-analysis (NMA), population-adjusted indirect comparisons (PAIC), simulated treatment comparisons (STCs), and matching-adjusted indirect comparisons (MAICs). The choice of these methods depends on the study design, the number of comparators available, and the degree to which the outcomes are measured. In addition, the extent of assumptions employed, methodological limitations, and inherent biases associated with each method also determine the choice of the ITC method.

    Naïve ITC is based on SLD and is used when the treatments cannot be connected by a common comparator. It does not account for heterogeneity and excludes information from the placebo arms when comparing treatments, thereby introducing bias. Hence, this method is mainly avoided to preserve the randomization in trials during the analyses. 

    Network Meta-Analysis (NMA) is perhaps the most popular of the ITC methods. It works with SLD, and compares treatments by combining indirect and direct evidence connected by a network of studies.[3] NMA is considered as the gold standard for ITCs. It offers more an exact estimate of the relative effects of treatments in the network than a single direct or indirect estimate. It also enables for the assessment of intervention ranking and hierarchy. To some extent, this bias can be reduced by using meta-regression, that addresses heterogeneity in treatment effects. It can assess how the effect of treatment changes with a covariate (a patient or methodological attribute). Unfortunately, the usage of meta-regression with NMAs becomes questionable in cases where the number of studies in a network is limited. Furthermore, this approach can only be used when there is a variance study or comparison with only minor variations in impact modifiers.[4,5] Moreover, covariate correction in aggregate-level data may result in ecological bias, which limits the interpretation of estimated results for subgroups. In such cases, Individual Patient Data (IPD) provides adjustments for covariates that cause inconsistencies (e.g., prognostic factors, effect modifiers, etc.). Hence, NMA that leverages IPD can be put to use for conducting analyses that can provide adjustments to reduce such inconsistencies.[6] 

    The application of NMAs and their associated methods are often limited by insufficient evidence networks and heterogeneity across trials. This is resolved to certain extent through population-adjusted indirect comparison (PAIC), which is a targeted approach to enhance ITC.[7] It allows to overcome the challenges faced by NMAs by carrying out a targeted comparison between outcomes for specific treatments and factors. It includes two methods: simulated treatment comparisons (STCs) and matching-adjusted indirect comparisons (MAICs). These methods can help reduce the ambiguity in the comparisons with statistical adjustment. STCs do this by applying predictive equations, whereas MAIC relies on patient reweighting. 

    STCs or MAICs can be used to conduct either “anchored” indirect comparison, in which each trial has a common comparator arm, or “unanchored” indirect comparison, in which the treatment network is disconnected (single-arm investigations). An anchored approach relies on “conditional constancy of relative effects”. In contrast, an unanchored approach works on a stringent assumption of “conditional constancy of absolute effects”. which is more demanding than the former and is not a widely accepted approach [8]  STCs are often appropriate in analyses where numerous comparators are available for a small set of outcomes, whereas MAICs are often suitable in cases with only one comparator but multiple outcomes. The precision of the equations in STC and the effective matching of populations in MAIC determine the dependability of the studies.

    A task force report released in 2011 by the Professional Society for Health Economics and Outcomes Research (ISPOR) defines the fundamentals of conducting ITCs and assessing these studies for informed and efficient decision-making.[4,5] Though the methodological aspects of NMAs have received much attention from researchers, the other ITC methods are yet to be refined to a similar extent. The standardization of these methods is vital to increase their reliability and application.

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    References

    [1] Ahn E, Kang H. Introduction to systematic review and meta-analysis. Korean J Anesthesiol. 2018 Apr;71(2):103-112. doi: 10.4097/kjae.2018.71.2.103.  [2] Veroniki AA, Straus SE, Soobiah C, et al. A scoping review of indirect comparison methods and applications using individual patient data. BMC Med Res Methodol. 2016 Apr 27;16:47. doi: 10.1186/s12874-016-0146-y.  [3] Tonin FS, Rotta I, Mendes AM, Pontarolo R. Network meta-analysis: a technique to gather evidence from direct and indirect comparisons. Pharm Pract (Granada). 2017 Jan-Mar;15(1):943. doi: 10.18549/PharmPract.2017.01.943 [4] Jansen JP, Fleurence R, Devine B, et al. Interpreting indirect treatment comparisons and network meta-analysis for health-care decision making: report of the ISPOR Task Force on Indirect Treatment Comparisons Good Research Practices: part 1. Value Health. 2011 Jun;14(4):417-28. doi: 10.1016/j.jval.2011.04.002.  [5] Hoaglin DC, Hawkins N, Jansen JP, et al. Conducting indirect-treatment-comparison and network-meta-analysis studies: report of the ISPOR Task Force on Indirect Treatment Comparisons Good Research Practices: part 2. Value Health. 2011 Jun;14(4):429-37. doi: 10.1016/j.jval.2011.01.011.  [6] Riley RD, Dias S, Donegan S, et al. Using individual participant data to improve network meta-analysis projects. BMJ Evid Based Med. 2022 Aug 10:bmjebm-2022-111931. doi: 10.1136/bmjebm-2022-111931. Epub ahead of print.  [7] Phillippo DM, Dias S, Elsada A, et al. Population Adjustment Methods for Indirect Comparisons: A Review of National Institute for Health and Care Excellence Technology Appraisals. Int J Technol Assess Health Care. 2019 Jan;35(3):221-228. doi: 10.1017/S0266462319000333. Epub 2019 Jun 13.  [8] Jiang Y, Ni W. Performance of unanchored matching-adjusted indirect comparison (MAIC) for the evidence synthesis of single-arm trials with time-to-event outcomes. BMC Med Res Methodol. 2020 Sep 29;20(1):241. doi: 10.1186/s12874-020-01124-6.