Has the ganzfeld effect size changed over the last fifty years?

Coverage first

The ESP-Nexus library holds 57 of the 78 studies in the standard ganzfeld meta-analytic database (the Tressoldi & Storm 2024 GZMA v13 set), plus the published abstract of one more. The 16 it is still missing skew toward null results, so any summary drawn from these holdings — including this one — runs somewhat more positive than the full published database. Read what follows as a description of the audited subset, not a settled verdict on the whole field.

The pattern over time

The audited rows do not show a single monotonic trend; they show a body of positive pooled estimates punctuated by prominent null episodes. Rather than “the effect size grew” or “shrank,” what the rows document is a fairly stable standardized effect size in the low-0.1 range across the pooled meta-analyses, with one well-known interruption and persistent between-study heterogeneity.

Because the rows report several non-comparable metrics — some are standardized effect sizes (z/√N, Hedges g, Cohen’s h), some are raw hit rates, one is a correlation, one a z-only — they cannot be averaged into a single “overall” figure. Below I group by metric and read the pattern qualitatively.

The standardized pooled meta-analyses (the closest thing to a like-for-like time series)
Meta-analysis (year)kEffect size (metric)zpdir
Bem (1994)100.59 (proportion index π)2.89.002positive
Milton (1997)42— (z-only)3.37.00037positive
Milton (1999), 30 new studies300.013 (z/√N)0.70.24null
Milton (1999), updated to 1999390.038 (z/√N)2.28.011positive
Storm (2001), 79-study unified DB790.138 (z/√N)5.667.78×10⁻⁹positive
Storm (2010), 29-study ganzfeld set290.142 (z/√N)5.482.13×10⁻⁸positive
Tressoldi (2021)1130.088 (Hedges g)1.66×10⁻⁵positive
Harris (2024)380.27 (Cohen’s h)7.1positive
Tressoldi (2024), overall pooled780.074 (z/√N).0009positive

Reading across the z/√N rows — the metric that recurs most and is genuinely comparable — the pooled estimate sits at roughly 0.09–0.14 from the 2001/2010 databases through Tressoldi’s 2021 and 2024 pooled figures. That is not a large drift up or down over the span these rows cover; it is a persistent small positive effect on that scale. The Cohen’s-h values (Harris 2024, and the individual studies below) run higher, but h is a different metric and should not be lined up against the z/√N numbers.

The Milton and Wiseman episode

The single most cited discontinuity is the late-1990s null. Milton (1999)’s set of 30 new studies (1987–1997) pooled to essentially zero (ES 0.013, z = 0.70, p = .24, dir = null). One row (Tressoldi 2010 relaying Milton & Wiseman (1999)‘s own figures) documents that meta-analysis and reports it as p = .041 — but those are the original authors’ figures as re-derived inside the holding paper, not a new independent result. When Milton’s set was updated through March 1999 (including Dalton 1997), the same author’s cumulation returned to significance (ES 0.038, z = 2.28, p = .011). So the “flat” result and its partial recovery both come from the same author’s successive cumulations — worth stating precisely rather than as “mixed.”

Individual studies and hit-rate estimates

The single-study and hit-rate rows cluster around a ~31–34% direct-hit rate against a 25% chance baseline (Pooley 2023: 0.32, k=41; Williams 2011: 0.31, k=59; Storm 2010: 0.322; Dalton 1995 PRL: 0.314), with higher-scoring outliers in selected-population studies (Dalton 1997 creative groups: 0.47; Symmons 1997: 0.412).

Unsettled signals (must be surfaced)

  • Directions disagree. Not every row is positive: Milton (1999)’s 30-study set, Lieb (2024)’s confirmatory receiver hit-rate (0.3125, z = 0.83, p = .199), Lau (2004)’s six long studies (0.30), and Stevens (2004)’s pooled index (p = .33) are flagged null. Four rows report a null or below-chance result.
  • Heterogeneity is high. Two of the pooled results carry I² ≥ 50% between-study heterogeneity — meaning the studies inside a given meta-analysis are not estimating one clean common value, which complicates any single “the effect size is X” statement.
  • One row is internally noted as a relayed figure (Milton & Wiseman via Tressoldi 2010), attributable to the original authors rather than the holding paper.

Bottom line

Across the audited subset, the ganzfeld pooled effect on the comparable z/√N scale has stayed small and positive — roughly 0.09–0.14 in the large unified databases — rather than clearly rising or falling over fifty years, with a conspicuous late-1990s null (Milton 1999) that a later cumulation partly reversed, and continuing heterogeneity and periodic null results throughout. And again: the 16 studies this library is missing lean null, so even this stable-and-positive picture is a touch more favorable than the full published database would render.

For the site’s own synthesis, see the Phenomena section (ganzfeld) and the single-study breakdowns under Studies.

The studies behind this answer
PaperReported findingEffect / significanceBasis
Tressoldi et al. (2024), F1000Research [source]Overall pooled ES – frequentist random-effects.ES 0.074, p = 9 × 10−478 studies
Lieb et al. (2024), Zeitschrift fuer Anomalistik / Journal of Anomalistics [source]H1a confirmatory receiver direct-hit rate.ES 0.12, z = 0.83, p = .199, hit rate 0.3125N = 48 trials; 48 participants
Harris et al. (2024), Journal of Anomalous Experience and Cognition (JAEX) [source]28 original + 10 new studies combined.ES 0.27, z = 7.138 studies
Lieb et al. (2024), Journal of Anomalistics / Zeitschrift für Anomalistik [source]H1a: Receiver hit rate across all 48 trials.ES 0.12, z = 0.83, p = .199, hit rate 0.3125N = 48 trials; 96 participants
Pooley et al. (2023), Journal of Anomalous Experience and Cognition [source]Descriptive overall hit rate across all 41 studies.z = 5.81, p < .001, hit rate 0.3241 studies; N = 1624 trials; 1496 participants
Tressoldi et al. (2021), F1000Research [source]Overall effect size – Frequentist random-effects.ES 0.088, p = 1.7 × 10−5113 studies
Watt et al. (2020), Journal of Parapsychology [source]H1 – Precognition direct-hit rate.ES 0.25, z = 1.94, p = .03, hit rate 0.37N = 60 trials; 60 participants
Williams (2011), Journal of Scientific Exploration [source]59-study post-communique collection – combined hit rate.z = 7.37, p = 8.6 × 10−14, hit rate 0.3159 studies; N = 2832 sessions
Storm et al. (2010), Psychological Bulletin [source]Category 1 – homogeneous 29-study set.ES 0.142, z = 5.48, p = 2.1 × 10−8, hit rate 0.32229 studies; N = 1498 trials
Tressoldi et al. (2010), NeuroQuantology [source] ⚠ relayed figuresFigures are Milton and Wiseman (1999) — as relayed/re-derived in this paper, not its own experiment. Milton & Wiseman meta-analysis.z = 2.04, p = .04130 studies
Pütz et al. (2008), Zeitschrift für Anomalistik / Journal of Anomalistics [source]Correct target identification hit rate, single trials.p = .039, hit rate 0.325N = 120 trials; 80 participants
Lau (2004)Six long ganzfeld studies – final cumulative meta-analytic hit rate.hit rate 0.36 studies; N = 120 trials
Stevens (2004), Journal of Parapsychology [source]ESP success by target rank – total.ES 0.49, p = .33, hit rate 0.24N = 100 trials
Storm et al. (2001), Psychological Bulletin [source]Unified Old + New Ganzfeld Database – grand pooled effect.ES 0.138, z = 5.66, p = 7.8 × 10−9, hit rate 0.3179 studies
Milton et al. (1999), Psychological BulletinMain effect – 30 new ganzfeld studies.ES 0.013, z = 0.7, p = .2430 studies; N = 1198 trials
Milton (1999), The Journal of Parapsychology [source]Updated recent-ganzfeld cumulation 1987-March 1999.ES 0.038, z = 2.28, p = .01139 studies; N = 1460 trials
Utts (1999), Journal of Scientific ExplorationCombined ganzfeld + remote viewing.hit rate 0.34N = 2097 sessions
Symmons et al. (1997), Proceedings of the 40th Annual Convention of the Parapsychological Association [source]Overall direct hits – subjects' own ratings.ES 0.36, z = 2.506, p < .01, hit rate 0.412N = 51 trials; 51 participants
Dalton (1997), Proceedings of the 40th Annual Convention of the Parapsychological Association [source]Overall study direct-hit rate.ES 0.46, hit rate 0.47N = 128 trials; 128 participants
Milton (1997), The Journal of Parapsychology [source]Ganzfeld studies – Sums of ranks, Stouffer z.z = 3.37, p = 3.7 × 10−442 studies
Source: ESP-Nexus structured study database (32 studies; the table shows the 20 highest-ranked). ESP-Nexus reports what each study found and takes no position on whether the effects are genuine.
References
  1. Tressoldi, P. E., & Storm, L. (2024). Stage 2 Registered Report: Anomalous perception in a Ganzfeld condition – A meta-analysis of more than 40 years investigation. F1000Research. https://doi.org/10.12688/f1000research.51746.4
  2. Lieb, Y., Schult, B., & Wittmann, M. (2024). VR Video Game-induced Psi Communication With Red and Green Ganzfeld: A Proof-of-Principle Study. Zeitschrift fuer Anomalistik / Journal of Anomalistics, 24, 303–322. https://doi.org/10.23793/zfa.2024.303
  3. Harris, M. J., & Rosenthal, R. (2024). Parapsychology. Journal of Anomalous Experience and Cognition (JAEX), 4(1), 18–33. https://doi.org/10.31156/jaex.26222
  4. Pooley, A. L., Murray, A. L., & Watt, C. (2023). Understanding the Factors at Play in the Sender-Receiver Dynamic During the Telepathy Ganzfeld: A Meta-Analysis. Journal of Anomalous Experience and Cognition, 3(1), 42–77. https://doi.org/10.31156/jaex.23878
  5. Tressoldi, P. E., & Storm, L. (2021). Stage 2 Registered Report: Anomalous perception in a Ganzfeld condition – A meta-analysis of more than 40 years investigation. F1000Research. https://doi.org/10.12688/f1000research.51746.1
  6. Watt, C., Dawson, E., Tullo, A., Pooley, A., & Rice, H. (2020). Testing Precognition and Alterations of Consciousness with Selected Participants in the Ganzfeld. Journal of Parapsychology, 84(1), 21–37. https://doi.org/10.30891/jopar.2020.01.05
  7. Williams, B. J. (2011). Revisiting the Ganzfeld ESP Debate: A Basic Review and Assessment. Journal of Scientific Exploration, 25(4), 639–661.
  8. Storm, L., Tressoldi, P. E., & Di Risio, L. (2010). Meta-Analysis of Free-Response Studies, 1992-2008: Assessing the Noise Reduction Model in Parapsychology. Psychological Bulletin, 136(4), 471–485. https://doi.org/10.1037/a0019457
  9. Tressoldi, P. E., Storm, L., & Radin, D. (2010). Extrasensory Perception and Quantum Models of Cognition. NeuroQuantology, 8, 81–87.
  10. Pütz, P., Gäßler, M., & Wackermann, J. (2008). An Experiment with “Covert” Ganzfeld Telepathy (Ein Experiment mit „verborgener“ Ganzfeld-Telepathie). Zeitschrift für Anomalistik / Journal of Anomalistics, 8, 10–31.
  11. Lau, M. Y. (2004). The Psi Phenomena: A Bayesian Approach to the Ganzfeld Procedure. Master of Arts thesis, Graduate School, University of Notre Dame.
  12. Stevens, P. (2004). Experimental evaluation of a feedback-reinforcement model for dyadic ESP. Journal of Parapsychology.
  13. Storm, L., & Ertel, S. (2001). Does Psi Exist? Comments on Milton and Wiseman’s (1999) Meta-Analysis of Ganzfeld Research. Psychological Bulletin, 127(3), 424–433. https://doi.org/10.1037//0033-2909.127.3.424
  14. Milton, J., & Wiseman, R. (1999). Does Psi Exist? Lack of Replication of an Anomalous Process of Information Transfer. Psychological Bulletin, 125(4), 387–391.
  15. Milton, J. (1999). Should ganzfeld research continue to be crucial in the search for a replicable psi effect? Part I. Discussion paper and introduction to an electronic-mail discussion. The Journal of Parapsychology, 63, 309–333.
  16. Utts, J. (1999). The Significance of Statistics in Mind-Matter Research. Journal of Scientific Exploration, 13(4), 615–638.
  17. Symmons, C., & Morris, R. L. (1997). Drumming at Seven Hz and Automated Ganzfeld Performance. Proceedings of the 40th Annual Convention of the Parapsychological Association.
  18. Dalton, K. (1997). Exploring the links: Creativity and psi in the ganzfeld. Proceedings of the 40th Annual Convention of the Parapsychological Association, 119–131.
  19. Milton, J. (1997). A Meta-Analytic Comparison of the Sensitivity of Direct Hits and Sums of Ranks as Outcome Measures for Free-Response Studies. The Journal of Parapsychology, 61, 227–241.

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