Abstract
Aims
Anaemia is among the most prevalent comorbidities in heart failure with preserved ejection fraction (HFpEF), but pooled prognostic estimates predate the contemporary left ventricular ejection fraction (LVEF) ≥50% definition and combine legacy with contemporary cohorts. We quantified the association between World Health Organization (WHO)-defined anaemia and all-cause mortality in HFpEF and tested whether it persists under the stricter ejection-fraction threshold.
Methods and results
Following PRISMA 2020 (PROSPERO CRD420251361160), we searched five databases from inception to 2026 and included cohort studies reporting an adjusted hazard ratio (aHR) for binary WHO-defined anaemia vs all-cause mortality in an ejection fraction-stratified HFpEF population; every estimate was verified against its primary source and screening was duplicated (κ = 1.00 after adjudication). Of 6123 records, 20 studies were included; 17 (109 909 patients; anaemia prevalence 26%–70%; follow-up 12–72 months) contributed to two pre-specified co-primary pools analysed with Paule–Mandel random-effects models and Hartung–Knapp–Sidik–Jonkman variance correction: a legacy pool (LVEF ≥40%, k = 17) and a contemporary pool (LVEF ≥50%, k = 12). Anaemia was associated with higher all-cause mortality in both: aHR 1.49 (95% CI 1.35–1.66; 95% prediction interval (PI) 1.07–2.09; I2 = 85%) in the ≥40% pool and 1.41 (1.26–1.57; PI 1.06–1.87; I2 = 83%) in the ≥50% pool, both PIs excluding the null. The estimate was stable across 12 pre-specified sensitivity analyses (range 1.45–1.52) with no influential study. Across four Bayesian priors, the posterior median aHR was 1.39–1.49 with posterior probability of harm ≥.999, and a robust Bayesian model-average that entertains null, homogeneity, and publication-bias models returned aHR 1.41 (95% credible interval 1.17–1.58). Although small-study effects were detected (Egger P = .03), the bias-corrected estimate was essentially unchanged (PEESE aHR 1.39). A per-1 g/dL lower-haemoglobin dose–response meta-analysis (k = 6) yielded aHR 1.17 (1.08–1.27). The accrued sample exceeded the diversity-adjusted required information size, and GRADE certainty was moderate under the prognostic-factor framework.
Conclusions
WHO-defined anaemia is independently associated with a ∼40–50% higher all-cause mortality in HFpEF, preserved under the contemporary LVEF ≥50% definition and robust to extensive sensitivity, Bayesian, and bias-correction analyses. These findings support incorporating anaemia into HFpEF risk assessment and motivate mortality-powered trials in rigorously defined HFpEF, while not implying that anaemia correction improves outcomes.
Registration
PROSPERO CRD420251361160.
Keywords: Heart failure with preserved ejection fraction, Anaemia, Haemoglobin, Mortality, Meta-analysis, Prognosis
Graphical Abstract
Graphical Abstract.

Introduction
Heart failure with preserved ejection fraction (HFpEF) now accounts for at least half of all heart failure and is increasingly defined, in current European and American guidance, by a left ventricular ejection fraction (LVEF) ≥ 50%, a stricter threshold than the ≥40%–45% cut-offs used in much of the foundational literature.1 HFpEF is conceived as a systemic, comorbidity-driven syndrome in which extracardiac conditions provoke microvascular inflammation and myocardial dysfunction.2 Anaemia is among the most prevalent of these comorbidities, affecting a third to two-thirds of patients across cohorts, and is biologically plausible as a mortality driver through reduced oxygen delivery, neurohormonal and renal activation, and elevated cardiac workload.
Individual cohorts and an individual-patient-data analysis from the MAGGIC consortium have linked anaemia to worse outcomes across the ejection-fraction spectrum,3 and a 2021 aggregate meta-analysis reported an association in HFpEF.4 However, the available syntheses pre-date the LVEF ≥50% consensus and pool legacy ≥40% cohorts with contemporary ones. Whether the prognostic signal survives under the contemporary definition, and how robust it is to statistical assumptions and small-study effects, remains unresolved. This question is clinically timely because intravenous iron therapy reduces hospitalization in iron-deficient heart failure,5 sharpening the need to know whether anaemia itself marks excess mortality risk in rigorously defined HFpEF.
We therefore performed an updated systematic review and meta-analysis with two pre-specified co-primary analyses: (i) a legacy LVEF ≥40% pool and (ii) a contemporary LVEF ≥50% pool, and triangulated the frequentist result with Bayesian inference, formal publication-bias diagnostics, a dose–response synthesis, and GRADE certainty rating.
Methods
The review was registered (PROSPERO CRD420251361160) and is reported per PRISMA 20206; the completed checklist, full search strategy, and a deviation log appear in the Supplementary material (§S1.1–§S1.2). We searched PubMed/MEDLINE, Embase, Web of Science, Scopus, and Cochrane CENTRAL from inception to 2026 without language restriction. Records were screened in duplicate (Rayyan); Cohen’s κ was .56 before and 1.00 after adjudication.
Eligible studies were cohorts of adults with ejection fraction (EF)-stratified HFpEF. The exposure was binary World Health Organization (WHO)-defined anaemia (Hb <13 g/dL men, <12 g/dL women); the comparator was non-anaemia; the outcome was all-cause mortality; and the eligible effect measure was an adjusted hazard ratio (aHR), or an estimate validly convertible to one. Logistic-regression odds ratios for this common outcome, which cannot be converted to a hazard ratio, were ineligible (§S1.3). Every included estimate was verified against its primary report for model type, effect measure, point estimate, confidence interval, exposure definition, outcome, and EF stratum (§S1.4); estimates available only from a prior meta-analysis were not accepted. Risk of bias was assessed with ROBINS-E across seven domains.
Two co-primary pools were pre-specified: Pool A, the legacy definition (LVEF ≥40%), and Pool B, the contemporary definition (LVEF ≥50%). Both were synthesized with random-effects models using the Paule–Mandel τ2 estimator and Hartung–Knapp–Sidik–Jonkman (HKSJ) variance correction7,8; for each pool, we report the pooled aHR with 95% confidence interval, Cochran’s Q, τ2 and τ, I2, and the 95% prediction interval (PI) (Hartung–Knapp t-distribution on the HKSJ-corrected variance). All pools and analyses are reported as estimation endpoints with point estimates and 95% intervals, so no alpha split or family-wise correction was pre-specified. Twelve pre-specified sensitivity analyses (SA-1 to SA-12; full detail in §S1.5) probed estimator choice, definition strictness, influence and outliers, study composition, and anchor transparency, together with small-study and selection-bias diagnostics using a robust Bayesian model-average (RoBMA9), a Vevea–Hedges selection model, PEESE-RE/FAT-PET regression,10 and a test for excess significance (TES).11
Bayesian random-effects meta-analysis used bayesmeta12 under four pre-specified priors (weakly informative, Majmundar 2021-anchored, Berry MAGGIC-anchored, and sceptical; full specification in §S1.5), together with an RoBMA.9 A cumulative meta-analysis13 characterized temporal stabilization, and a secondary per-1 g/dL-lower-haemoglobin dose–response pool was synthesized. Evidence sufficiency was assessed against the diversity-adjusted required information size (DIS),14 and certainty was rated with the GRADE framework for prognostic factors, which begins at high certainty for cohort evidence.15 Analyses used R 4.6.0 (metafor).
Results
Study selection
Of 6123 records identified, 2711 duplicates were removed and 3412 were screened, of which 3327 were excluded at title/abstract. Eighty-five reports underwent full-text assessment; 65 were excluded. Twenty studies entered the review: 17 contributed binary-anaemia aHRs to the co-primary synthesis, and three further cohorts (Okuno 2019,16 Tada 2008,17 and Young 200818) contributed only to the per-haemoglobin dose–response pool (Figure 1). One full-text report (Köseoğlu 202419) was excluded under our pre-specified effect-measure criterion: it reported a multivariable logistic-regression odds ratio (5.40) for a common (28%) outcome, which is not convertible to a hazard ratio; pooling it with the aHRs would have mixed incompatible estimands. Because the excluded estimate was large, the exclusion is conservative; its inclusion would have increased, not reduced, the pooled association. The exclusion and its full rationale are documented in the Supplementary exclusion table (Supplementary Table S1, §S1.8), and it does not enter the synthesis.
Figure 1.

PRISMA 2020 flow diagram.
Study characteristics and risk of bias
The 17 co-primary studies (Table 1) comprised 109 909 patients with HFpEF, spanning 2005–25, with mean ages 64–81 years, anaemia prevalence 26%–70%, and follow-up 12–72 months. Twelve cohorts used the contemporary LVEF ≥50% threshold (Pool B); five legacy cohorts used ≥40%–45% (Pool A only). Anaemia was WHO-defined in 16 cohorts and ICD-9-coded in one (Veterans-HFpEF). On ROBINS-E, 6 cohorts were rated low and 11 moderate risk of bias; the dominant concerns were residual confounding (one cohort adjusted for age and sex only) and one graphically extracted estimate (Supplementary Figure S1).
Table 1.
Characteristics of the 17 studies in the co-primary synthesis
| # | Study | EF cut (%) | N HFpEF | Mean age | % male | An prev (%) | Follow-up (mo) | aHR (95% CI) | Anaemia def | RoB | Pool |
|---|---|---|---|---|---|---|---|---|---|---|---|
| 1 | Grigorian Shamagian 200520 | ≥50 | 210 | 75 | 48.1 | 46 | 12 | 2.65 (1.31–5.36) | WHO | Mod | A + B |
| 2 | Felker 200621 | ≥40 | 3093 | 64 | 44.5 | 38 | 42 | 1.61 (1.39–1.88) | WHO | Low | A |
| 3 | Tehrani 200922 | ≥50 | 294 | 78.2 | 38 | 55 | 40 | 1.57 (1.09–2.26) | WHO | Mod | A + B |
| 4 | Ather 201223 | ≥50 | 2843 | 70.7 | 91.1 | 33.2 | 24 | 1.35 (1.13–1.61) | WHO | Mod | A + B |
| 5 | Caughey 201424 | ≥40 | 6414 | 76 | 38.8 | 70 | 12 | 2.10 (1.60–2.70) | WHO | Low | A |
| 6 | Lund 201425 | ≥45 | 539 | 79 | 44 | 51 | 24.5 | 1.86 (1.33–2.62) | WHO | Mod | A |
| 7 | PEOPLE 201626 | ≥50 | 280 | 73.7 | 55 | 46 | 24 | 1.33 (0.85–2.09) | WHO | Mod | A + B |
| 8 | Veterans-HFpEF 201727 | >50 | 29 022 | 71 | 96 | 35 | 43.2 | 1.52 (1.47–1.57) | ICD-9 | Mod | A + B |
| 9 | Streng 201828 | ≥50 | 556 | 78 | 54 | 45.5 | 25 | 1.19 (0.85–1.66) | WHO | Mod | A + B |
| 10 | Iorio 201829 | ≥50 | 1373 | 79 | 49 | 26 | 31 | 1.90 (1.40–2.60) | WHO | Mod | A + B |
| 11 | Jin 201930 | ≥50 | 1604 | 74.3 | 53.1 | 51 | 33.9 | 1.14 (0.85–1.52) | WHO | Low | A + B |
| 12 | Gupta 202031 | ≥45 | 1748 | 72 | ∼50 | 41 | 28.8 | 1.40 (1.14–1.74) | WHO | Low | A |
| 13 | Savarese 202032 | ≥50 | 9956 | 77.2 | 45.3 | 41 | 26.4 | 1.28 (1.20–1.36) | WHO | Low | A + B |
| 14 | Chairat 202033 | ≥50 | 287 | 64 | 40 | 67.6 | 12 | 2.67 (1.22–5.85) | WHO | Mod | A + B |
| 15 | Pintér 202234 | ≥40 | 375 | 75 | 48 | 37 | 16.8 | 2.33 (1.21–4.52) | WHO | Mod | A |
| 16 | Qiu 202335 | ≥50 | 48 992 | 72.2 | 50 | 48.1 | 12 | 1.30 (1.21–1.38) | WHO | Low | A + B |
| 17 | Ugarph-Morawski 202536 | ≥50 | 2323 | 81 | 55 | 28.8 | 72 | 1.41 (1.27–1.57) | WHO | Mod | A + B |
Pool A (LVEF ≥40%) = all 17; Pool B (LVEF ≥50%) = the 12 rows marked A + B. aHR, adjusted hazard ratio; An prev, anaemia prevalence; RoB, ROBINS-E overall.
Co-primary meta-analyses
In the legacy pool (Pool A, LVEF ≥40%, k = 17), anaemia was associated with higher all-cause mortality: aHR 1.49 (95% CI 1.35–1.66), with substantial heterogeneity (Cochran's Q = 60.62, df = 16, P < .001; I2 = 85%; τ2 = .022, τ = .150) and a 95% PI (Hartung–Knapp) of 1.07–2.09 that excluded the null (Figure 2A). In the contemporary pool (Pool B, LVEF ≥50%, k = 12), the association was preserved and only marginally attenuated: aHR 1.41 (1.26–1.57), Cochran's Q = 46.20, df = 11, P < .001; I2 = 83%; τ2 = .015, τ = .121; PI 1.06–1.87 (Figure 2B). The two largest cohorts (Qiu 202335 and Veterans-HFpEF 201727) and Savarese 202032 carried the most weight (≈10% each), but no single study dominated (Supplementary Table S2).
Figure 2.

Co-primary random-effects forest plots with study-level adjusted hazard ratios and 95% confidence intervals (HR [95% CI] column at right): panel A (LVEF ≥40%, k = 17) and panel B (LVEF ≥50%, k = 12). Black squares are study estimates (area ∝ weight); the black diamond is the random-effects pooled estimate. In panel A, two external benchmark estimates are shown for reference only and are not pooled into either model: the Majmundar 2021 aggregate meta-analysis (HR 1.44 [1.26–1.65]) and the Berry MAGGIC individual-patient-data meta-analysis (HR 1.67 [1.24–2.24]); both are labelled directly on the plot. Heterogeneity statistics (Q, df, P, I2, τ2, τ), the 95% prediction interval (dashed line on the diamond), and the test for overall effect are annotated beneath each pooled estimate.
Sensitivity analyses
The pooled estimate was stable across the pre-specified sensitivity registry (SA-1 to SA-12; Table 2). Alternative τ2 estimators gave 1.47 (DerSimonian–Laird) and 1.48 (REML); restricting to WHO-measured anaemia (dropping the single ICD-coded cohort) gave 1.50 (1.33–1.68); excluding conference-abstract sources gave 1.52 (1.35–1.72); restricting to cohorts with ≥500 HFpEF patients gave 1.45 (1.31–1.62); and adding the Berry MAGGIC individual-patient-data estimate as a transparency entry gave 1.50 (1.36–1.65). A pre-specified outlier/influence diagnostic (studentized deleted residuals with Bonferroni correction, Cook's distance, Baujat plot, and leave-one-out) identified no statistical outlier, the largest residual (Caughey 2014,24 |z| = 1.99) did not reach the corrected threshold (2.97) and no cohort was influential, so the conditional outlier-excluded re-pool (SA-5) was not performed; leave-one-out estimates ranged narrowly from 1.45 to 1.52 (Supplementary Table S4, Supplementary Figure S2). Every re-pooling analysis kept the point estimate within 1.45–1.52 with confidence and PIs excluding the null; the publication-bias suite (SA-9 to SA-12) is reported in the ‘Publication bias and small-study effects’ section. A cumulative meta-analysis showed the estimate stabilizing near 1.5 from 2014 onward (Supplementary Figure S3).
Table 2.
Sensitivity analyses (Pool A unless stated)
| Code | Analysis | k | aHR (95% CI) | 95% PI | I 2 (%) |
|---|---|---|---|---|---|
| Primary-A | Co-primary A (LVEF ≥40%), PM τ2 + HKSJ | 17 | 1.49 (1.35–1.66) | 1.07–2.09 | 85 |
| Primary-B | Co-primary B (LVEF ≥50%), PM τ2 + HKSJ | 12 | 1.41 (1.26–1.57) | 1.06–1.87 | 83 |
| SA-1 | DerSimonian–Laird τ2 + HKSJ | 17 | 1.47 (1.34–1.61) | 1.16–1.87 | 74 |
| SA-2 | REML τ2 + HKSJ | 17 | 1.48 (1.34–1.63) | 1.13–1.93 | 78 |
| SA-3 | WHO-strict: drop ICD-coded anaemia (Veterans-HFpEF/Imran) | 16 | 1.50 (1.33–1.68) | 1.04–2.15 | 79 |
| SA-4 | Outlier/influence diagnostic (studentized residuals, Cook's D, Baujat, LOO) | 17 | No outlier (max|z| = 1.99, Caughey 2014; threshold 2.97); LOO 1.45–1.52 | ||
| SA-5 | Outlier-excluded re-pool (conditional on SA-4) | Not done—no statistical outlier | |||
| SA-6 | Exclude conference-abstract sources (Imran, Qiu) | 15 | 1.52 (1.35–1.72) | 1.05–2.21 | 73 |
| SA-7 | Restrict to N HFpEF ≥500 | 12 | 1.45 (1.31–1.62) | 1.05–2.01 | 88 |
| SA-8 | Add Berry MAGGIC IPD transparency entry | 18 | 1.50 (1.36–1.65) | 1.09–2.05 | 83 |
| SA-9 | Robust Bayesian Meta-Analysis (model-averaged) | 17 | 1.41 (1.17–1.58) CrI | ||
| SA-10 | Vevea–Hedges 4-parameter selection model | 17 | 1.42 (adj) | ||
| SA-11 | PEESE-RE (Stanley–Doucouliagos) | 17 | 1.39 (adj) | ||
| SA-12 | Test for Excess Significance | 17 | O/E 1.15, P = .20 |
SA codes follow the pre-specified protocol (SA-1…SA-12), applied to Pool A unless stated.
PI, 95% prediction interval; CrI, credible interval; adj, bias-adjusted point estimate. SA-4 is the outlier/influence diagnostic: no study exceeded the Bonferroni-corrected studentized-residual threshold (|z| > 2.97), and no case was influential (Cook's distance), so SA-5 (the outlier-excluded re-pool, which is conditional on SA-4) was not triggered. SA-9 to SA-12 are the publication-bias suite, detailed in Supplementary Tables S6–S9; for SA-9, the inclusion Bayes factor for a non-null effect was 79. Every re-pooling analysis (SA-1, 2, 3, 6, 7, 8) kept the point estimate within 1.45–1.52 with confidence and prediction intervals excluding the null; bias-adjusted estimates ranged 1.39–1.42.
Bayesian inference
Bayesian random-effects models concurred: across the four pre-specified priors (§S1.5) the posterior median aHR was 1.47–1.49 in Pool A and 1.39–1.42 in Pool B, with posterior probability of harm (HR >1) ≥ .999 in every case (Figure 3, Supplementary Table S5); the externally anchored priors moved the estimate by ≤.02 and the sceptical prior did not pull it towards the null. Because the Majmundar 2021 meta-analysis shares nine of our Pool-A cohorts (and incorporates the Berry MAGGIC estimate), these informative-prior analyses are reported as robustness-to-anchoring checks, not confirmatory evidence (see the ‘Strengths and limitations’ section, §S1.5). A robust Bayesian model-average that entertains null, homogeneity, and publication-bias models returned a model-averaged aHR of 1.41 [95% credible interval (CrI) 1.17–1.58] (Supplementary Table S6, Supplementary Figure S4), confirming the association survives when the analysis is allowed to shrink it towards the null.
Figure 3.

Bayesian random-effects posterior densities of the pooled hazard ratio under the four pre-specified priors (weakly informative, Majmundar-anchored, Berry MAGGIC-anchored, sceptical), by pool.
Publication bias and small-study effects
A FAT-PET regression (Stanley–Doucouliagos formulation of Egger's test) indicated modest funnel asymmetry (slope = 1.23, P = .031); bias-corrected estimates remained clearly positive (PEESE-RE adjusted aHR 1.39, 95% CI 1.27–1.52; Vevea–Hedges selection model 1.42; Supplementary Tables S7 and S8, Supplementary Figures S5 and S6). The TES was negative (14 observed vs 12.2 expected significant studies; z = 1.29, P = .20; Supplementary Table S9), arguing against selective-reporting inflation.
Per-haemoglobin-unit dose–response
A formal per-1 g/dL-lower-haemoglobin pool (k = 6: Okuno 2019,16 Tada 2008,17 and Young 200818 as dose–response-only cohorts, plus Caughey 2014,24 Felker 2006,21 and Gupta 202031 which also contributed to the binary pool; 60 684 patients) yielded aHR 1.17 (1.08–1.27) for all-cause mortality (Supplementary Table S10, Supplementary Figure S7), demonstrating a graded relationship consistent with the binary-anaemia signal. This dose–response synthesis is based on six cohorts, three of which also contribute to the binary pool and which show moderate heterogeneity (I2 ≈ 67%); it is interpreted as supportive, consistency evidence rather than independent confirmation.
Heterogeneity exploration
All six pre-specified moderators (EF threshold, publication year, follow-up duration, mean age, anaemia prevalence, proportion male) were tested univariably; with k = 17 studies and six candidate moderators, a multivariable specification would be overfit per Borenstein guidance (k ≥ 10 per moderator), and meta-regression results are reported as hypothesis-generating. Univariable meta-regression identified the ejection-fraction threshold as the only moderator approaching significance (β = −.20 per ≥50% vs <50% stratum, P = .057, R2 = 36%): permissive <50% cohorts (k = 5) pooled higher at 1.71 (1.36–2.14) than strict ≥50% cohorts (k = 12) at 1.41 (1.26–1.57) (Supplementary Tables S11 and S12, Supplementary Figure S8). Publication year, follow-up, mean age, anaemia prevalence, and proportion male were not significant moderators. Heterogeneity therefore reflects, in part, the EF definition itself rather than measured clinical covariates.
Evidence sufficiency and certainty
The accrued sample (109 909) far exceeded the DIS. At the primary anchor scenario (HR 1.49 as observed, baseline non-anaemic 1-year mortality .30, α = .05 two-sided, power = .80), DIS = 5181 (D2 = .85; Supplementary Table S13); across alternative anchors (HR 1.20–1.49, baseline .20–.40), DIS ranged 4010–39 907. The accrued sample therefore exceeds the most conservative DIS scenario by a factor of 2.75. Under the GRADE prognostic-factor framework, which starts at high certainty for cohort evidence, certainty was rated Moderate. We downgraded one level for risk of bias (11 of 17 cohorts moderate on ROBINS-E, with variable adjustment, one cohort adjusted for age and sex only, one ICD-coded anaemia definition, one graphically extracted estimate, and two conference-abstract sources, none high or critical) and one level for inconsistency (I2 ≈ 85% with substantial between-cohort variation in adjusted point estimates). We did not downgrade for indirectness or imprecision; although small-study effects were detected, the bias-corrected estimates were stable, so this was carried as a limitation rather than a separate downgrade. We applied a one-level upgrade for the graded per-1 g/dL-lower-haemoglobin dose–response relationship (Table 3, Supplementary Table S14). A more conservative assessor who does not consider the dose–response sufficient for upgrading would rate the certainty Low.
Table 3.
GRADE evidence profile (prognostic-factor framework)
| Domain | Judgement |
|---|---|
| Study design | Cohort/registry—starts HIGH (Foroutan 2020) |
| Risk of bias | Serious (−1)—11/17 cohorts moderate on ROBINS-E; variable adjustment, one ICD-coded definition, one graphically extracted estimate, two conference abstracts; none high |
| Inconsistency | Serious—I2 ≈ 85%, downgrade 1 level |
| Indirectness | Not serious—direct HFpEF, all-cause mortality |
| Imprecision | Not serious—Pool A 95% CI 1.35–1.66 excludes null |
| Publication bias | Not serious—Egger modest, PEESE/RoBMA stable, TES negative |
| Large effect/dose–response | Dose–response upgrade (+1)—graded per-1 g/dL gradient (HR 1.17, 1.08–1.27); large-effect criterion not met (HR <2.0) |
| Overall certainty | Moderate (high −1 risk of bias −1 inconsistency +1 dose–response)—aHR 1.49 (1.35–1.66) Pool A; 1.41 (1.26–1.57) Pool B |
Discussion
Main findings
Across contemporary and legacy cohorts, WHO-defined anaemia was independently associated with a ∼40%–50% higher all-cause mortality in HFpEF. Prior syntheses had already established this association across the ejection-fraction spectrum; our specific contribution is to quantify it under the contemporary LVEF ≥50% definition and to show how the estimate changes between the legacy ≥40% and contemporary ≥50% thresholds. The central new finding is that this association persists under the contemporary LVEF ≥50% definition (1.41) with only modest attenuation from the legacy ≥40% estimate (1.49). The result was concordant across frequentist, Bayesian, and model-averaged analyses, stable across the pre-specified SA-1 to SA-12 panel (SA-5 not performed since SA-4 identified no statistical outlier) including leave-one-out, supported by a graded per-haemoglobin dose–response, and robust to publication-bias correction.
Comparison with prior evidence
Our estimate aligns with, but refines, the 2021 aggregate meta-analysis4 and the MAGGIC individual-patient analysis.3 The separation of legacy and contemporary EF definitions is, to our knowledge, novel and directly addresses the criticism that older pooled estimates may not transport to guideline-defined HFpEF.
Heterogeneity and interpretation
Statistical heterogeneity was high, but its direction was invariant: every cohort and every PI lay above the null. Meta-regression localized a meaningful share of heterogeneity to the EF threshold, with more permissive (<50%) cohorts showing larger associations, plausibly because they admit patients with heart failure with mildly reduced ejection fraction patients in whom anaemia and the underlying syndrome carry different prognostic weight. This supports reporting the ≥50% estimate as the contemporary reference value, while recognizing that contemporary disease-modifying therapy in HFpEF (sodium-glucose co-transporter 2 inhibition) improves health status broadly across major subgroups including anaemia,37 and that future cohorts treated with such therapy may show a smaller absolute mortality gap than the historical cohorts pooled here. This EF-threshold association is hypothesis-generating only: it did not reach statistical significance (P = .057), derives from a univariable model that cannot adjust for collinear study-level factors, and should not be read as establishing the ejection-fraction threshold as the cause of the heterogeneity.
Clinical implications
A conceptual clarification is essential: this synthesis concerns WHO-defined anaemia as a prognostic marker, which is distinct from iron deficiency, the target of current heart-failure therapeutics, and iron deficiency may occur with or without anaemia. Anaemia is a simple, universally measured marker that identifies an HFpEF subgroup at materially higher mortality risk. Whether correcting anaemia alters that risk is not answerable from observational data; the association should be read as prognostic, not causal. Critically, the contemporary HFpEF-targeted evidence on anaemia or iron-deficiency correction is sparse. IRONMAN5 and HEART-FID38 randomized predominantly heart failure with reduced ejection fraction cohorts (LVEF cut-offs of 45% and 40%, respectively); neither was powered for HFpEF mortality, and the long-term HEART-FID analysis found only a non-significant 18% relative reduction in 12-month all-cause mortality (HR .82, 95% CI .65–1.04).38 A dedicated HFpEF iron-deficiency trial is awaited. In Indian and other low- and middle-income settings, the clinical urgency is heightened: a contemporary North-Indian heart-failure cohort reported anaemia in 54% of admissions, yet ferric carboxymaltose was prescribed in only 7.5% at discharge,39 a therapeutic gap that our pooled mortality estimate of roughly 40%–50% excess risk renders difficult to ignore. The consistency and magnitude of the mortality signal therefore strengthen the rationale for mortality-powered interventional trials in rigorously defined, contemporary HFpEF; such trials should distinguish anaemia from iron deficiency without anaemia, since the WHO haemoglobin threshold may underestimate true iron-deficient HFpEF in populations with concurrent haemoglobinopathy traits (thalassaemia, sickle trait) that are common in South Asian and African cohorts. What changes for clinicians is modest but concrete: a definition-consistent effect size for risk stratification and trial enrichment, not a treatment recommendation, since no trial has shown that correcting anaemia improves outcomes in HFpEF.
Strengths and limitations
Strengths include dual co-primary EF definitions, first-hand source verification of every estimate, pre-registration, multi-paradigm triangulation, and formal information-size and certainty assessment. Limitations include high statistical heterogeneity; residual confounding inherent to observational cohorts (one cohort adjusted for age and sex only); reliance on study-level rather than individual-patient data, precluding adjustment for iron status or anaemia severity beyond the binary threshold; one ICD-9-coded anaemia definition; and the inability, with a study-level synthesis, to test whether anaemia carries differential prognostic weight across the recognized HFpEF phenogroups (obese-cardiometabolic, cardiorenal-elderly, right-heart-pulmonary-vascular2), a question for individual-patient-data meta-analysis or registry stratification. The two externally anchored Bayesian priors (Majmundar 2021, Berry MAGGIC) are not independent of our likelihood; the Majmundar synthesis pooled nine of our cohorts plus the Berry estimate, so those posteriors are reported only as robustness-to-anchoring checks, not as independent corroboration, and the weakly informative posterior is the reference. Certainty is moderate, not high.
Conclusions
WHO-defined anaemia is independently associated with a ∼40%–50% higher all-cause mortality in HFpEF, and this association is preserved under the contemporary LVEF ≥50% definition. The evidence base is informationally adequate and of moderate certainty. Anaemia warrants recognition as a prognostic marker in HFpEF, and the mortality signal supports mortality-powered interventional trials.
Supplementary Material
Acknowledgements
None.
Contributor Information
Suyash Tripathi, Department of Cardiology, Institute of Medical Sciences, Banaras Hindu University, Varanasi 221005, Uttar Pradesh, India.
Dharmendra Jain, Department of Cardiology, Institute of Medical Sciences, Banaras Hindu University, Varanasi 221005, Uttar Pradesh, India.
Supplementary data
Supplementary data are available at ESC Heart Failure online.
Declarations
Disclosure of Interest
The authors declare no competing interests.
Data Availability
All data underlying this meta-analysis were extracted from previously published studies and are presented in full within the article and its Supplementary material.
Funding
This research received no specific grant from any funding agency in the public, commercial, or not-for-profit sectors.
Ethical Approval
Not required; this is a meta-analysis of published aggregate data.
Pre-registered Clinical Trial Number
None supplied.
References
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Associated Data
This section collects any data citations, data availability statements, or supplementary materials included in this article.
Supplementary Materials
Data Availability Statement
All data underlying this meta-analysis were extracted from previously published studies and are presented in full within the article and its Supplementary material.
