Study chain & measurement quality

The five-study evidence chain, sample composition, reliability, measurement comparability, and FIMI-variant diagnostics

The five-study evidence chain

Validation rests on a five-study chain: initial scale generation (S1), replication and refinement (S2, S3), multinational deployment (S4), and external validation (S5). The chain is what lets the policy report combine substantive FIMI knowledge, psychometric selection, and deployment evidence rather than a face-valid item list.

Figure 1: Five-study evidence chain: fieldwork dates, country, and sample size per wave (S1 item-pool generation → S5 external validation).
Table 1: Five-study chain summary (T-02).
Study Country / fielding N Main empirical role
S1 Lithuania, Dec 2024 681 Initial item-pool generation and scale construction; FIMI measured as sharing intent.
S2 Lithuania, Mar 2025 582 Model refinement and first full eight-item FIMI detection battery.
S3 Germany, May 2025 782 Cross-national replication of the S2 architecture.
S4 13 countries, Dec 2025 8,040 fielded; 7,783 in this report cut Multinational deployment, country profiles, FIMI source variants, invariance ladder.
S5 Lithuania, Mar–Apr 2026 248 External validation against preregistered civic, affective, and validation-scale anchors.

The full study-chain summary table (T-02) and the instrument-comparison table (T-01) are rendered below.

Table 2
Five studies, five empirical questions
Each row is one S1–S5 wave. The FIMI operationalisation and DisInforMeter version columns show how the instrument’s deployment changed between waves.
Study Country N Date FIMI operationalisation DisInforMeter version What was tested
S1 Lithuania 681 Dec 2024 15-item formative pool Full belief battery (formative) Initial item-pool generation and scale construction.
S2 Lithuania 582 Mar 2025 Full FIMI (8 items: news1-8) Full battery + higher-order composites Model refinement; FIMI battery added; first-order ←→ higher-order architecture confirmed.
S3 Germany 782 May 2025 Full FIMI (8 items: news1-8) Full battery + higher-order composites Cross-national replication of S2 architecture.
S4 13 countries 8,040 Dec 2025 Full / Russian-origin / Chinese-origin / Short Short DisInforMeter (27 items) Multinational deployment; country invariance ladder; FIMI prediction across countries.
S5 Lithuania 248 Mar-Apr 2026 Not deployed (external validity wave) Short DisInforMeter (27 items) + extended battery Preregistered external-validity bundle (CMQ, GCB, Eurobarometer-anchor scales).
Source: outputs/tables/scale_diagnostics_s1_s5.csv (N) plus per-study Quarto pages (dates / deployment metadata). N = 10,333. Reproduction code: scripts/policy_report/T-02_five_study_chain.R.

Where DisInforMeter sits among other tools

The DisInforMeter is layered (five domains + a separate detection criterion), country-comparable, has a deployable short form, and is released under an open reuse licence — distinguishing it from flat misinformation-discernment or conspiracy scales.

Figure 2: How the DisInforMeter complements the other legs of EU disinformation monitoring (EDMO narrative monitoring; DSA Article-40 platform telemetry).
Table 3
Where DisInforMeter sits in the wider misinformation-receptivity toolkit
Comparison of structural design, country-comparability, brief-form availability, and licensing, based on published validation work for each instrument (see the glossary and source note).
Instrument What it measures Layered or flat Country-comparable Brief form Open licence
DisInforMeter (this report) FIMI receptivity via five higher-order affective composites and 11 first-order beliefs Layered (5 higher-order + 11 first-order) Yes — metric invariance across 13 S4 countries; intercept-level caveats Yes — 27-item Short DisInforMeter, ~90 s administration Yes — CC-BY 4.0
MIST (Misinformation Susceptibility Test) Ability to discriminate real from fake news headlines Flat (single accuracy score) Partial — primarily English; limited translations Yes — MIST-8 / MIST-16 short forms Yes — CC-BY 4.0
BSMD (Brief Scale of Misinformation Discernment) Self-reported ability to detect misinformation Flat Limited cross-country evidence Yes — by design (brief) Yes — academic open use
CMQ (Conspiracy Mentality Questionnaire) Generic conspiracy mentality (single-factor predisposition) Flat (single factor) Yes — validated in multiple European samples (Bruder et al. 2013) Yes — 5-item short form Yes — academic open use
GCB (Generic Conspiracist Beliefs scale) Endorsement of conspiracist content across five sub-themes Layered (15-item, 5 sub-themes) Yes — translations exist; cross-country evidence variable Yes — GCB-5 short form Yes — open use under permission
Source: Author judgement based on published validation work for MIST (Maertens et al.), BSMD (Maertens & Roozenbeek), CMQ (Bruder et al. 2013), GCB (Brotherton et al. 2013); see Annex F glossary. Reproduction code: scripts/policy_report/T-01_scale_comparison.R.

S4 sample composition

The report cut uses near-600-respondent country samples across 13 countries.

Figure 3: S4 sample composition by country (age band, gender).
Table 4
Annex C — S4 sample composition by country
Per-country N, age distribution, gender, education, and daily-media use. Cluster column matches the four-cluster grouping used in the radar figures (F-16, F-22..F-28).
Country Cluster N Age (mean, SD, range) Gender Education Daily media use
Austria Western 599 M = 45.6 (SD = 16.5) [24, 67] F 51.8% / M 47.9% Tertiary 28.2% / Vocational 42.9% / Lower 28.9% 7.7%
Belgium Western 595 M = 46.4 (SD = 15.7) [24, 67] F 48.9% / M 51.1% Tertiary 45.0% / Vocational 13.8% / Lower 41.2% 10.4%
Bulgaria Central-East 592 M = 43.8 (SD = 15.1) [24, 67] F 54.2% / M 45.8% Tertiary 44.8% / Vocational 22.3% / Lower 32.9% 8.6%
Germany Western 598 M = 45.8 (SD = 15.8) [24, 67] F 50.0% / M 50.0% Tertiary 36.6% / Vocational 46.3% / Lower 17.1% 8.9%
Estonia Baltic 604 M = 47.1 (SD = 15.9) [24, 67] F 54.3% / M 45.4% Tertiary 37.1% / Vocational 19.7% / Lower 43.2% 4.8%
France Western 596 M = 46.0 (SD = 15.4) [24, 67] F 48.7% / M 51.0% Tertiary 40.8% / Vocational 26.5% / Lower 32.7% 6.0%
Hungary Central-East 599 M = 44.0 (SD = 15.4) [24, 67] F 52.3% / M 47.7% Tertiary 23.9% / Vocational 25.5% / Lower 50.6% 5.8%
Italy Southern 606 M = 48.6 (SD = 15.0) [24, 67] F 46.4% / M 53.6% Tertiary 36.0% / Vocational 13.7% / Lower 50.3% 11.2%
Lithuania Baltic 593 M = 48.1 (SD = 15.9) [24, 67] F 55.1% / M 44.2% Tertiary 50.1% / Vocational 27.5% / Lower 22.4% 7.4%
Latvia Baltic 596 M = 47.9 (SD = 16.0) [24, 67] F 55.7% / M 44.0% Tertiary 38.3% / Vocational 34.7% / Lower 27.0% 3.2%
Poland Central-East 600 M = 42.6 (SD = 15.3) [24, 67] F 53.5% / M 46.3% Tertiary 31.5% / Vocational 10.7% / Lower 57.8% 11.2%
Serbia Southern 606 M = 43.5 (SD = 11.6) [24, 67] F 67.7% / M 32.3% Tertiary 52.6% / Vocational 13.9% / Lower 33.5% 7.6%
Turkey Southern 599 M = 41.8 (SD = 14.6) [24, 67] F 47.2% / M 52.8% Tertiary 56.1% / Vocational 20.0% / Lower 23.9% 27.4%
Source: outputs/policy_report/tables/s4_sample_composition_by_country.csv. N = 7,783. Reproduction code: scripts/policy_report/A-03_sample_composition_country.R.

Reliability and AVE

Reliability is generally strong for the core receptivity constructs. Median internal-consistency across S2–S5 is high for Betrayal/Abandonment ((= .893), (= .894)), Foreign-Power Admiration ((= .939), (= .941)), and Threat ((= .884), (= .886)); acceptable for Fear/Pragmatism ((= .833), (= .836)); and more modest for the intentionally heterogeneous General Anchor ((= .662), (= .708)). Values above ~.70 are conventionally acceptable for group-level research and above .80 indicate strong reliability (Cronbach, 1951; McDonald, 1999).

Figure 4: Reliability strip: internal consistency (ω / α) across constructs and studies, with a 0.70 reference line.
Table 5
Annex D.1 — Reliability and AVE by construct and study
Per (study × construct) row: number of items, sample size, Cronbach’s α, McDonald’s ω, average variance extracted (AVE), and the construct’s mean / SD on the response scale.
Study Construct #items N α ω AVE Mean SD
S2 ABAND 3 582 0.796 0.798 0.565 3.80 1.67
S3 ABAND 3 782 0.819 0.822 0.597 3.72 1.73
S4 ABAND 3 8,040 0.757 0.761 0.510 4.43 1.55
S5 ABAND 8 248 0.870 0.872 0.364 3.11 1.19
S1 FEAR 2 681 0.793 0.795 0.659 4.03 2.05
S5 FEAR 6 248 0.834 0.839 0.525 4.50 1.34
S1 FIMI 15 681 0.930 0.932 0.478 2.72 1.42
S2 FIMI 8 582 0.779 0.786 0.319 5.22 1.11
S3 FIMI 8 782 0.548 0.559 0.144 4.64 0.89
S4 FIMI 8 8,040 0.690 0.694 0.226 4.86 0.99
S4 GEN 5 8,040 0.627 0.649 0.311 4.05 1.16
S5 GEN 8 248 0.570 0.656 0.278 3.16 0.78
S2 SUPF 3 582 0.939 0.940 0.841 1.92 1.53
S3 SUPF 3 782 0.875 0.896 0.764 2.36 1.63
S1 THREAT 2 681 0.802 0.802 0.669 3.91 2.08
S2 THREAT 3 582 0.729 0.739 0.471 4.05 1.63
S3 THREAT 3 782 0.753 0.759 0.519 3.35 1.67
S4 THREAT 2 8,040 0.531 0.536 0.386 4.40 1.65
S5 THREAT 12 248 0.847 0.850 0.318 3.49 1.15
Source: outputs/tables/scale_diagnostics_s1_s5.csv. N = 10,085. Reproduction code: scripts/policy_report/A-04_reliability_ave.R.

Measurement comparability (invariance)

Country-level comparability meets the conventional threshold for metric invariance (()CFI criterion), so relationships, ranks, and profiles can be compared across countries with confidence. Evidence for scalar invariance is more limited, so absolute latent-mean comparisons are interpreted more cautiously (Chen, 2007; Cheung & Rensvold, 2002).

Figure 5: Measurement-comparability ladder (configural → metric → scalar): CFI with ΔCFI vs the previous step and the −0.010 threshold.
Table 6: Measurement-invariance summary for policy interpretation (conventional rule: ΔCFI ≥ −.010 supports the more constrained step).
Ladder Step CFI RMSEA ΔCFI Policy reading
S4 country-level, full SEM Configural .807 .133 – Same broad structure across the 13 countries.
S4 country-level, full SEM Metric .798 .131 −.010 Supports comparison of relationships, ranks, and profiles.
S4 country-level, full SEM Scalar .772 .134 −.026 Weaker support; absolute latent means need caveats.
S4 language-level Metric .796 .131 −.011 Near threshold; language comparisons need caution.

The full invariance ladders (Annex D.2):

Table 7
Annex D.2 — Invariance ladders across S4 countries, S4 languages, S2-S3-S5 pooled, and the S2 ←→ S5 temporal contrast
Configural → metric → scalar steps with ΔCFI and ΔRMSEA versus the previous step. ✓ = ΔCFI ≥ -0.010 (Cheung & Rensvold); ✗ = fails the threshold; — = baseline or test does not apply.
Ladder Construct Step CFI TLI RMSEA SRMR ΔCFI ΔRMSEA Passes
S4 country-level (full SEM, 13 countries) NA configural 0.807 0.760 0.133 0.138 — — ✓
S4 country-level (full SEM, 13 countries) NA metric 0.798 0.768 0.131 0.149 −0.010 −0.002 ✓
S4 country-level (full SEM, 13 countries) NA scalar 0.772 0.758 0.134 0.152 −0.026 0.003 ✗
S4 language-level (14 survey languages) NA configural 0.807 0.759 0.133 0.138 — — ✓
S4 language-level (14 survey languages) NA metric 0.796 0.765 0.131 0.149 −0.011 −0.002 ✗
S2-S3-S5 pooled higher-order ABAND configural -> metric — — — — −0.005 −0.024 ✓
S2-S3-S5 pooled higher-order ABAND metric -> scalar — — — — −0.019 −0.011 ✗
S2-S3-S5 pooled higher-order ABAND optimized configural -> optimized metric — — — — 0.000 −0.044 ✓
S2-S3-S5 pooled higher-order FEAR configural -> metric — — — — −0.064 −0.027 ✗
S2-S3-S5 pooled higher-order FEAR metric -> scalar — — — — 0.058 −0.068 ✓
S2-S3-S5 pooled higher-order FEAR optimized configural -> optimized metric — — — — −0.004 −0.026 ✓
S2-S3-S5 pooled higher-order GEN configural -> metric — — — — 0.103 −0.062 ✓
S2-S3-S5 pooled higher-order GEN metric -> scalar — — — — −0.036 −0.012 ✗
S2-S3-S5 pooled higher-order GEN optimized configural -> optimized metric — — — — −0.002 −0.095 ✓
S2-S3-S5 pooled higher-order SUPF configural -> metric — — — — −0.013 −0.024 ✗
S2-S3-S5 pooled higher-order SUPF metric -> scalar — — — — −0.023 −0.012 ✗
S2-S3-S5 pooled higher-order SUPF optimized configural -> optimized metric — — — — −0.007 −0.138 ✓
S2-S3-S5 pooled higher-order THREAT configural -> metric — — — — −0.045 0.000 ✗
S2-S3-S5 pooled higher-order THREAT metric -> scalar — — — — −0.036 −0.002 ✗
S2-S3-S5 pooled higher-order THREAT optimized configural -> optimized metric — — — — −0.001 0.007 ✓
S2 ←→ S5 Lithuania temporal NA configural 0.849 0.774 0.138 0.116 — — —
S2 ←→ S5 Lithuania temporal NA metric 0.844 0.792 0.132 0.121 −0.005 −0.006 —
S2 ←→ S5 Lithuania temporal NA scalar 0.790 0.748 0.146 0.136 −0.055 0.014 —
Source: outputs/tables/s4_country_invariance.csv, outputs/tables/s4_language_invariance.csv, outputs/tables/higher_order_pooled_invariance_ladder_s2_s3_s5.csv, outputs/tables/s5_s2_invariance.csv. Reproduction code: scripts/policy_report/A-05_invariance_ladders.R.
NoteComparability caveat

Country comparisons in this supplement are strongest as profiles, ranks, and associations. Absolute latent-mean comparisons are reported where implemented, but always with the scalar-invariance caveat.

FIMI-variant diagnostics

The four FIMI operationalisations are intercorrelated but carry distinct information. Full FIMI (8 items) is the primary indicator; Russian-origin ((r = .914) with Full) is highly aligned but retains source-specific signal; Chinese-origin ((r = .750)) is distinct enough to expose the Chinese-origin blind spot; Short FIMI ((r = .890)) is a useful source-balanced sensitivity variant, not a replacement for the full battery.

Table 8
Annex E.4b — FIMI variant intercorrelations (S2, S4)
Pairwise Pearson r between FIMI operationalisations within each study.
Study Variant Full Russian Chinese Short
S2 Chinese 0.789 0.476 1.000 0.765
S2 Full 1.000 0.916 0.789 0.927
S2 Russian 0.916 1.000 0.476 0.827
S2 Short 0.927 0.827 0.765 1.000
S3 Chinese 0.729 0.303 1.000 0.699
S3 Full 1.000 0.873 0.729 0.860
S3 Russian 0.873 1.000 0.303 0.699
S3 Short 0.860 0.699 0.699 1.000
S4 Chinese 0.750 0.417 1.000 0.721
S4 Full 1.000 0.914 0.750 0.890
S4 Russian 0.914 1.000 0.417 0.781
S4 Short 0.890 0.781 0.721 1.000
Source: outputs/tables/fimi_s2_s4_version_reliability.csv (top) and outputs/tables/fimi_s2_s4_version_correlations.csv (bottom). Reproduction code: scripts/policy_report/A-09_fimi_variant_diagnostics.R.

References

Chen, F. F. (2007). Sensitivity of goodness of fit indexes to lack of measurement invariance. Structural Equation Modeling: A Multidisciplinary Journal, 14(3), 464–504. https://doi.org/10.1080/10705510701301834
Cheung, G. W., & Rensvold, R. B. (2002). Evaluating goodness-of-fit indexes for testing measurement invariance. Structural Equation Modeling: A Multidisciplinary Journal, 9(2), 233–255. https://doi.org/10.1207/S15328007SEM0902_5
Cronbach, L. J. (1951). Coefficient alpha and the internal structure of tests. Psychometrika, 16(3), 297–334. https://doi.org/10.1007/BF02310555
McDonald, R. P. (1999). Test theory: A unified treatment. Lawrence Erlbaum Associates.