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index
int32
0
143
image
imagewidth (px)
224
224
segment
stringclasses
4 values
ego_motion_mag_mean
float32
0
0.43
ego_motion_mag_median
float32
0
0.43
0
static
0
0
1
static
0.002492
0.00185
2
static
0.002573
0.001716
3
static
0.002536
0.001813
4
static
0.002173
0.001577
5
static
0.002646
0.001731
6
static
0.002631
0.001799
7
static
0.002523
0.001843
8
static
0.002565
0.001595
9
static
0.002403
0.001618
10
static
0.002407
0.001771
11
static
0.00229
0.001595
12
walk
0.32785
0.354628
13
walk
0.324179
0.352655
14
walk
0.32352
0.354814
15
walk
0.322513
0.355529
16
walk
0.326548
0.354801
17
walk
0.327491
0.355501
18
walk
0.324823
0.351158
19
walk
0.327938
0.3546
20
walk
0.329119
0.353489
21
walk
0.331553
0.355238
22
walk
0.330302
0.354408
23
walk
0.33123
0.353916
24
walk
0.33528
0.355411
25
walk
0.336567
0.356422
26
walk
0.336672
0.355918
27
walk
0.338783
0.356056
28
walk
0.338186
0.354008
29
walk
0.339995
0.355315
30
walk
0.337345
0.356016
31
walk
0.336769
0.356674
32
walk
0.336058
0.354139
33
walk
0.336673
0.354725
34
walk
0.337877
0.355666
35
walk
0.340713
0.355817
36
walk
0.342257
0.356036
37
walk
0.345656
0.356798
38
walk
0.342437
0.354056
39
walk
0.342974
0.35712
40
walk
0.346922
0.355763
41
walk
0.344539
0.357079
42
walk
0.344769
0.357672
43
walk
0.339899
0.356654
44
walk
0.340449
0.356691
45
walk
0.338807
0.357333
46
walk
0.341229
0.357376
47
walk
0.338701
0.357273
48
walk
0.337905
0.356547
49
walk
0.343828
0.356827
50
walk
0.341513
0.357524
51
walk
0.344628
0.358747
52
turn
0.425102
0.428528
53
turn
0.42008
0.426326
54
turn
0.420581
0.428901
55
turn
0.419152
0.427707
56
turn
0.413061
0.42414
57
turn
0.410887
0.428836
58
turn
0.41137
0.426212
59
turn
0.40783
0.427963
60
turn
0.40372
0.427894
61
turn
0.405395
0.428661
62
turn
0.402946
0.4278
63
turn
0.401263
0.429998
64
turn
0.403009
0.429684
65
turn
0.402092
0.430319
66
turn
0.401698
0.430607
67
turn
0.400247
0.430024
68
turn
0.397785
0.427812
69
turn
0.395778
0.42915
70
turn
0.395058
0.429666
71
turn
0.389977
0.425962
72
turn
0.384223
0.426129
73
turn
0.381315
0.425743
74
turn
0.380764
0.428349
75
turn
0.384515
0.431163
76
event
0.024929
0.001762
77
event
0.019087
0.001678
78
event
0.025625
0.002052
79
event
0.020255
0.001634
80
event
0.024201
0.001574
81
event
0.021415
0.001587
82
event
0.024074
0.001504
83
event
0.019372
0.001656
84
event
0.023366
0.00175
85
event
0.020585
0.001745
86
event
0.023612
0.001608
87
event
0.019384
0.001568
88
event
0.023816
0.001703
89
event
0.018785
0.001365
90
event
0.02363
0.001585
91
event
0.02019
0.001646
92
event
0.023455
0.001849
93
event
0.019625
0.001541
94
event
0.023692
0.001515
95
event
0.020016
0.001503
96
event
0.023469
0.001631
97
event
0.018791
0.001689
98
event
0.024396
0.001521
99
event
0.018427
0.00162
End of preview. Expand in Data Studio

STATUS: maintained

The model (NagaYu/saccade-predictor) is closed, but this dataset remains available and maintained.

Saccade ego-motion benchmark

The stream, the raw decision signals, and the per-frame measurements behind Saccade β€” an always-on edge VLM that re-encodes only the image patches whose change ego-motion cannot explain.

This dataset exists so the central claim can be checked without running our code.

This is scripted synthetic ego-motion, not natural first-person video. See Limitations before drawing conclusions from it.

The claim, in one number

On the segments with predictable camera motion (walk + turn), at an identical threshold Ο„ = 0.06:

Decision rule Patches it must re-encode
Same-position residual (what temporal-similarity skipping thresholds) 47.4 %
Motion-compensated residual (what Saccade thresholds) 0.3 %

Same frames, same threshold β€” only the reference frame differs. A moving camera changes almost every pixel, so frame-differencing cannot thin the workload during steady motion; subtract the ego-motion first and a static world's residual collapses to nearly nothing.

Verify it yourself in four lines:

from datasets import load_dataset
import numpy as np

sig = load_dataset("NagaYu/saccade-egomotion-bench", "signals", split="train").to_pandas()
walk = sig[sig.segment.isin(["walk", "turn"])]
print((np.stack(walk.residual_same_position)        > 0.06).mean())  # ~0.474
print((np.stack(walk.residual_motion_compensated)   > 0.06).mean())  # ~0.003

Configs

frames β€” the stream itself (144 rows)

The scripted ego-motion video, so another method can be benchmarked on the exact same input.

Column Type Description
index int32 frame index
image Image 224Γ—224 RGB frame
segment string regime: static, walk, turn, event
ego_motion_mag_mean float32 mean optical-flow magnitude (patch units)
ego_motion_mag_median float32 median flow magnitude β€” the robust ego-motion estimate (a single moving object must not read as camera motion)

signals β€” the two competing decision signals (143 rows)

The direct evidence. Per frame, the per-patch residual map under both rules.

Column Type Description
index, segment int32/string as above
residual_same_position float32[196] per-patch residual vs the co-located previous patch
residual_motion_compensated float32[196] per-patch residual vs the motion-warped previous frame
encode_frac_same_position float32 fraction above Ο„=0.06 under the first rule
encode_frac_motion_compensated float32 fraction above Ο„=0.06 under the second

Residuals are mean absolute pixel differences in [0,1] on a 14Γ—14 patch grid (row-major; reshape(14, 14) to get a map).

measurements β€” per-frame modelled compute and quality (432 rows = 144 Γ— 3 conditions)

Column Type Description
index int64 frame index
condition string Full, TemporalSim or Saccade
n_encoded, encoded_fraction int/float patches actually re-encoded
fidelity float cosine of the reconstructed patch-token map vs the Full encoder
frame_flops, frame_joules, cum_joules float modelled compute (analytic FLOP model Γ— 1 pJ/FLOP), not measured energy
processed bool False = frame dropped entirely (anytime degraded output)
tau float threshold in force (the budget controller adapts it)
budget_ok bool whether cum_J ≀ BΒ·t + Eβ‚€ still held

Headline (steady-state, excluding 6 warm-up frames, budget 20 mW):

Condition re-encoded fidelity modelled compute (J, FLOPs Γ— 1 pJ/FLOP)
Full 100 % 1.000 1.264 J
TemporalSim 33.9 % 0.9723 0.430 J
Saccade 20.7 % 0.9739 0.263 J

How the stream was made

Deterministically generated (saccade.stream.synthetic_walking_stream, seed 0): a window panning over a large static textured canvas, scripted into four regimes β€”

  • static β€” camera still, world still (both methods should skip; fair region)
  • walk β€” smooth translation across a static world (predictable ego-motion)
  • turn β€” faster translation plus mild rotation (harder ego-motion)
  • event β€” camera still, an independently moving object crosses (genuine change; every method must spend here)

Limitations β€” please read

  • This is synthetic video, not natural footage. It is a controlled apparatus for the steady-motion regime, chosen so the result is exactly reproducible. It is deliberately not evidence about natural scenes with parallax, motion blur, rolling shutter, exposure changes or non-rigid motion. Treat conclusions as being about the mechanism, not about wearable cameras in the wild.
  • fidelity is patch-token cosine similarity against a Full encoder β€” a proxy for downstream task quality, not a task metric like VQA accuracy.
  • Joules here are modelled compute β€” an analytic FLOP model (FLOPs Γ— 1 pJ/FLOP) β€” not a power-meter measurement. Relative comparisons and the budget guarantee are sound; absolute Joules are model-dependent. No energy-reduction figure is claimed (see the model card's STATUS).
  • measurements uses the SyntheticBackbone (a frozen random ViT-S/16-class patch encoder), chosen because each patch embedding is genuinely independent so the compute reduction is realized as real computation. Numbers on a real ViT differ; see the repo for DINOv2-small results.

Reproduce

git clone https://github.com/NagaYu/saccade && cd saccade
pip install -r requirements.txt
python hf/export_dataset.py     # rebuilds every config from scratch

License

MIT

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