Human perception of time is subjective. Temporal illusions show that the brain relies on context and relational cues when judging duration. Prior studies established these effects with visual and auditory stimuli. We ask whether written narratives alone can cause these illusions, and whether LLMs respond as human participants do. We introduce a benchmark of 6,684 paired scenarios spanning five illusions, each judged from the character's and the reader's perspective. In our human study (60 participants), participants' judgments matched the predicted directions for all five illusions in at least one perspective (7 of 10 conditions). Across 14 LLMs, models reproduce every effect humans show in the same direction, but on average more strongly. Most effects persisted even after cue words were removed and after controlling for 15 lexical and semantic features. These results show that models and humans agree in direction but not in strength, which cautions against treating LLM judgments as substitutes for human responses for subjective temporal reasoning.
Figures & tables
Figure 1: We created narrative comparisons to elicit temporal illusions discovered in psychology literature. Human participants choose the literature-aligned options less strongly than the models. The example demonstrates the filled-duration illusion from the character’s perspective (gold set: humans 0.70, models 0.84 on average).
Figure 2: This example shows a template and instantiation of a pair of the Emotional Arousal subcategory of Emotional Time Dilation.
Model
Sizes
Open models
Gemma 3 Gemma Team (2025)
4B, 12B, 27B
gpt-oss OpenAI (2025)
20B, 120B
Llama 3 Grattafiori et al. (2024)
8B, 70B
Qwen3 Qwen Team (2025)
8B, 32B
Proprietary models
Table 1: LLMs used in our evaluation. Proprietary model sizes are undisclosed.
Figure 3: Humans vs. LLMs on the gold set from a joint mixed-effects model of human and LLM trials.
Figure 4: P(Experimental Chosen) by illusion and perspective, averaged over 14 models.
Figure 5: Removing cue words leaves most effects unchanged; familiarity drops, and filled duration changes the most. Computed on the 225 gold items whose rewrites passed the automatic checks, so original values differ slightly from Figure 10 .
Appendix figures & tables21 assets
Supplementary material from the paper’s appendix.
Appendix
Illusion Type
Before
After
Removed
emotional time dilation
2000
1630
370
oddball effect
2000
1208
792
filled duration effect
2000
1563
437
familiarity duration effect
2000
1212
788
temporal order
2000
1071
929
Total
10000
6684
3316
Appendix
Table 2: Dataset size before and after filtering.
Illusion Type/Subtype
Count
%
Emotional Time Dilation
Interval Intensity
721
44.2%
Stakes and Expectations
629
38.6%
Emotional Arousal
280
17.2%
Oddball Effect
Containing
427
35.3%
Appendix
Table 3: Distribution of paired scenarios across illusion types and subtypes after filtering.
Template
Control
Experimental
Emotional Time Dilation
Stakes and Expectations
Andrew was casually checking his email when he noticed a flickering reflection in the puddle outside. He continued calmly.
Andrew was working on a time-sensitive , crucial project when he saw a flickering reflection in the puddle outside. He kept working.
Interval Intensity
While waiting for a delayed train, Sarah looked over some unread text messages .
While waiting for a delayed train, Sarah tried to complete a difficult assignment .
Emotional Arousal
Sitting on the bleachers watching a game alone, Richard observed a dry leaf rolling along the pavement, scraped by a light breeze that spun it and paused before it tumbled again toward the gutter . He continued with his own business.
Sitting on the bleachers watching a game alone, Richard noticed a man wearing bright post-it notes walking down the sidewalk. A few post-its flew in the wind before he vanished around the corner . He continued with his own business.
Oddball Effect
Sequence Disruption
James systematically processed badge activation processes, ensuring each setup matched perfectly. Nothing was different. He finished all tasks.
James systematically processed badge activation processes, but a peculiar channel pattern emerged midway . He continued and finished all tasks.
Appendix
Table 4: Example of template structures for each illusion type and corresponding control and experimental conditions
Figure 10
(a) 4-way evaluation
(a) 4-way evaluation
Model
Exp 1st (%)
Exp 2nd (%)
Gap (%)
4-way evaluation
gpt-oss-20b
68.8
56.1
12.7
gpt-oss-120b
76.6
73.1
3.5
Gemma 3 4B
85.1
35.2
49.9
Gemma 3 12B
84.9
51.9
33.0
Gemma 3 27B
93.7
55.7
38.0
Appendix
Table 5: We measure positional bias as the difference in selecting the experimental option when it appears first versus second, reported for the 4-way (top block) and 2-way (bottom block) evaluations.
Short
Long
Illusion Type
Kept
%
Kept
%
emotional time dilation
904
99
726
67
oddball effect
994
99
214
21
filled duration effect
1005
100
558
56
familiarity duration effect
885
92
327
32
temporal order
896
86
175
18
Appendix
Table 6: Short and long items kept after paraphrase filtering. Percentages are relative to the expected pre-filter count under uniform template sampling (2,000 items per illusion); pre-filter counts were not stored. Templates with no remaining items: one long Emotional Time Dilation, two long Oddball and four long Temporal Order templates.
Figure 8: Model response distributions across illusion types and perspectives for 4-way evaluation.
Figure 9: Comparison of model performance between short and long prompts across illusion types under 4-way evaluation. While certain models and illusion types show small differences, the overall pattern of effects remains largely consistent, indicating that prompt length has limited impact on the underlying signal captured by the model.
Feature group
Measure
Method
Length
Characters
Total number of characters in the passage
Tokens
Total number of GPT-2 tokens in the passage
Word frequency
Mean Zipf frequency
Mean word-level Zipf frequency from wordfreq Speer (2022)
Concreteness
Mean concreteness
Mean concreteness rating across content words Brysbaert et al. (2014)
Sentiment
Sentiment
VADER compound sentiment score Hutto and Gilbert (2014)
Emotional intensity
Absolute VADER compound score, ∣compound∣
Appendix
Table 7: The 15 measures in 10 feature groups used in the confound analysis. Each feature was computed for the experimental and control passage of every item, and the analysis uses the difference (experimental − control). Parsing, part-of-speech tags and lemmas come from spaCy Honnibal et al. (2020) .
Figure 10: Experimental-choice preferences on the gold set before and after controlling for 15 lexical and semantic surface features: (a) by perspective, for LLMs and for humans (mixed-effects model, as in Figure 18 ); (b) by model, character’s perspective. The controls widen the human intervals, so some cells (oddball and filled duration from the character’s perspective) are no longer significant; the oddball estimate barely moves, while filled duration drops from 0.70 to 0.63.
Figure 11: Each value in the heatmap represents the P(Experimental Chosen) for a subcategory within each illusion type, computed separately for the character’s and reader’s perspectives.
Figure 12: The most common words for all 5 illusion types split by 2-way and 4-way answer options within the thinking tokens of Qwen3-32B. Refer to Figure 13 for a by illusion-type breakdown.
Figure 13: The most common words shown by models in their thinking tokens for each illusion category.
Figure 14: Model performance across illusion types for 2-way evaluation with positional-bias correction. Bars represent the debiased proportion pdebiased for each model and perspective (character’s vs. reader’s); whiskers are 95% cluster-robust confidence intervals. Cells marked × are not significant under Benjamini–Hochberg correction at a false discovery rate of q<0.05 .
Figure 15: Model agreement across illusion types under 4-way evaluation. Bars represent the decisive-only proportion pexp of responses selecting the experimental scenario; whiskers are 95% cluster-robust confidence intervals. Cells marked × are not significant under Benjamini–Hochberg correction at a false discovery rate of q<0.05 .
Figure 16: Comparison of the reader’s and character’s perspectives under 4-way evaluation across illusion types. Each line connects the same model evaluated under the two perspectives.
Figure 17: Comparison of the reader’s and character’s perspectives under 2-way evaluation across illusion types. Each line connects the same model evaluated under the two perspectives.
Figure 18: Human evaluation across illusion types following a 2-way evaluation with positional bias correction.
Figure 19: Number of human-evaluation participants ( N=60 ) by age range, education and gender.
Temporal reasoning is widely assumed to decompose into two modes: temporal arithmetic (date and time calculations), and temporal semantics (understanding temporal and causal relations). This dichotomy shapes how benchmarks are designed, how models are trained, and how progress is measured, yet its empirical validity has never been directly tested. We provide two lines of evidence that challenge it. First, we test whether tasks labelled as arithmetic or semantic by the benchmarks support transferable gains within their purported mode. Finetuning on these subsets yields predominantly dataset-specific gains (+6.8 to +23.1 percentage points), while transfer to a different dataset in the same mode ranges from −3.2 to +1.1 percentage points. Across the two benchmark families used in the transfer analysis, this pattern provides little evidence of coherent, transferable temporal abilities. Second, using cognitive-demand-based model evaluation, we examine which capabilities actually drive performance on these benchmarks. We find that quantitative and logical reasoning, the assumed proxies for temporal arithmetic and temporal semantics, are not the primary drivers; knowledge is. Together, these findings show that current temporal reasoning benchmarks do not cleanly realise the arithmetic-semantics distinction and instead largely reward models for remembering how time typically works.
Auss Abbood, Fernando Martínez-Plumed, José Hernández-Orallo +1
Language Technology Lab, University of Cambridge, UK · Valencian Research Institute for Artificial Intelligence (VRAIN) Universitat Politècnica de València, Spain · Leverhulme Centre for the Future of Intelligence, University of Cambridge, UK
Large language models (LLMs) are increasingly used in daily applications, from content generation to code writing, where each interaction treats the model as stateless, generating responses independently without memory. Yet human writing is inherently longitudinal: authors' styles and cognitive states evolve across months and years. This raises a central question: can LLMs reproduce such temporal structure across extended time periods? We construct and publicly release a longitudinal dataset of 412 human authors and 6,086 documents spanning 2012--2024 across three domains (academic abstracts, blogs, news) and compare them to trajectories generated by three representative LLMs under standard and history-conditioned generation settings. Using drift and variance-based metrics over semantic, lexical, and cognitive-emotional representations, we find temporal flattening in LLM-generated text. LLMs produce greater lexical diversity but exhibit substantially reduced semantic and cognitive-emotional drift relative to humans. These differences are highly predictive: temporal variability patterns alone achieve 94% accuracy and 98% ROC-AUC in distinguishing human from LLM trajectories. Our results demonstrate that temporal flattening persists regardless of whether LLMs generate independently or with access to incremental history, revealing a fundamental property of current deployment paradigms. This gap has direct implications for applications requiring authentic temporal structure, such as synthetic training data and longitudinal text modeling.
Understanding a narrative means knowing how every event relates in time to every other, yet large language models (LLMs) are mostly tested on isolated event pairs or coarse labels. We ask five LLMs to reconstruct the complete network of Allen's 13 interval relations for 360 English narratives whose events are placed relative to one another rather than by dates, and evaluate the outputs under a pre-registered protocol for agreement with our gold annotations, converse consistency and logical satisfiability. End to end, the best model clearly beats trivial baselines on macro-F1, our primary metric, yet under our pre-registered parser no model matches the accuracy of always answering "before", which the skewed labels inflate. Most of that accuracy gap is a parsing artifact: formatting errors in large matrices cost whole rows, and a post hoc parser that recovers the determined cells of malformed rows raises coverage from 0.60 to 0.84 and closes the gap to the baseline for the best model. On the cells they do answer, models recover precedence and containment but rarely overlap, and they fail most on flashbacks, where both the narration and the event list present the later event first. Logical consistency varies widely yet says little about agreement with gold: enforcing it raises accuracy mainly by filling empty cells, and is beaten there by the trivial control of guessing the majority label. Reliable structured output and robust handling of relative time are prerequisites for temporal reasoning over whole narratives.
Adib Sakhawat, Fardeen Sadab, Tamjid Hasan Fahim +9
Islamic University of Technology, Gazipur, Bangladesh · Rajshahi University of Engineering & Technology, Rajshahi, Bangladesh