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) | k | Effect size (metric) | z | p | dir |
|---|---|---|---|---|---|
| Bem (1994) | 10 | 0.59 (proportion index π) | 2.89 | .002 | positive |
| Milton (1997) | 42 | — (z-only) | 3.37 | .00037 | positive |
| Milton (1999), 30 new studies | 30 | 0.013 (z/√N) | 0.70 | .24 | null |
| Milton (1999), updated to 1999 | 39 | 0.038 (z/√N) | 2.28 | .011 | positive |
| Storm (2001), 79-study unified DB | 79 | 0.138 (z/√N) | 5.66 | 7.78×10⁻⁹ | positive |
| Storm (2010), 29-study ganzfeld set | 29 | 0.142 (z/√N) | 5.48 | 2.13×10⁻⁸ | positive |
| Tressoldi (2021) | 113 | 0.088 (Hedges g) | — | 1.66×10⁻⁵ | positive |
| Harris (2024) | 38 | 0.27 (Cohen’s h) | 7.1 | — | positive |
| Tressoldi (2024), overall pooled | 78 | 0.074 (z/√N) | — | .0009 | positive |
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.
| Paper | Reported finding | Effect / significance | Basis |
|---|---|---|---|
| Tressoldi et al. (2024), F1000Research [source] | Overall pooled ES – frequentist random-effects. | ES 0.074, p = 9 × 10−4 | 78 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 0.3125 | N = 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 = 7.1 | 38 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 0.3125 | N = 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 0.32 | 41 studies; N = 1624 trials; 1496 participants |
| Tressoldi et al. (2021), F1000Research [source] | Overall effect size – Frequentist random-effects. | ES 0.088, p = 1.7 × 10−5 | 113 studies |
| Watt et al. (2020), Journal of Parapsychology [source] | H1 – Precognition direct-hit rate. | ES 0.25, z = 1.94, p = .03, hit rate 0.37 | N = 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 0.31 | 59 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 0.322 | 29 studies; N = 1498 trials |
| Tressoldi et al. (2010), NeuroQuantology [source] ⚠ relayed figures | Figures are Milton and Wiseman (1999) — as relayed/re-derived in this paper, not its own experiment. Milton & Wiseman meta-analysis. | z = 2.04, p = .041 | 30 studies |
| Pütz et al. (2008), Zeitschrift für Anomalistik / Journal of Anomalistics [source] | Correct target identification hit rate, single trials. | p = .039, hit rate 0.325 | N = 120 trials; 80 participants |
| Lau (2004) | Six long ganzfeld studies – final cumulative meta-analytic hit rate. | hit rate 0.3 | 6 studies; N = 120 trials |
| Stevens (2004), Journal of Parapsychology [source] | ESP success by target rank – total. | ES 0.49, p = .33, hit rate 0.24 | N = 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 0.31 | 79 studies |
| Milton et al. (1999), Psychological Bulletin | Main effect – 30 new ganzfeld studies. | ES 0.013, z = 0.7, p = .24 | 30 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 = .011 | 39 studies; N = 1460 trials |
| Utts (1999), Journal of Scientific Exploration | Combined ganzfeld + remote viewing. | hit rate 0.34 | N = 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 0.412 | N = 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 0.47 | N = 128 trials; 128 participants |
| Milton (1997), The Journal of Parapsychology [source] | Ganzfeld studies – Sums of ranks, Stouffer z. | z = 3.37, p = 3.7 × 10−4 | 42 studies |
References
- 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
- 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
- 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
- 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
- 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
- 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
- Williams, B. J. (2011). Revisiting the Ganzfeld ESP Debate: A Basic Review and Assessment. Journal of Scientific Exploration, 25(4), 639–661.
- 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
- Tressoldi, P. E., Storm, L., & Radin, D. (2010). Extrasensory Perception and Quantum Models of Cognition. NeuroQuantology, 8, 81–87.
- 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.
- Lau, M. Y. (2004). The Psi Phenomena: A Bayesian Approach to the Ganzfeld Procedure. Master of Arts thesis, Graduate School, University of Notre Dame.
- Stevens, P. (2004). Experimental evaluation of a feedback-reinforcement model for dyadic ESP. Journal of Parapsychology.
- 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
- Milton, J., & Wiseman, R. (1999). Does Psi Exist? Lack of Replication of an Anomalous Process of Information Transfer. Psychological Bulletin, 125(4), 387–391.
- 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.
- Utts, J. (1999). The Significance of Statistics in Mind-Matter Research. Journal of Scientific Exploration, 13(4), 615–638.
- Symmons, C., & Morris, R. L. (1997). Drumming at Seven Hz and Automated Ganzfeld Performance. Proceedings of the 40th Annual Convention of the Parapsychological Association.
- Dalton, K. (1997). Exploring the links: Creativity and psi in the ganzfeld. Proceedings of the 40th Annual Convention of the Parapsychological Association, 119–131.
- 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.
More questions answered
- Pool the effect sizes across every ganzfeld study you hold and compare your number to the published Storm and Tressoldi meta-analyses—do they agree?
- Has the effect size for PK data increased in the last 50 years?
- Tell me about the clairvoyance work of the last 50 years
- What trends can you see in precognition research?
- What trends can you see in ESP research in the last 50 years?
- What are parapsychology's current arguments to justify that the phenomena are real and should be taken seriously?