A delay bound certified most early baseline 16–28 Hz SEEG score signs under a 1 ms model in 21 people
A constant relative channel delay can change a signed phase score used by a brain-computer interface. We give a curvature bound that covers every delay in a stated interval. We tested the method on all 35 released SEEG records from 21 people in OpenNeuro ds006519 version 1.0.0. The primary score was mean signed imaginary coherency at 16, 20, 24 and 28 Hz in an early one-second baseline window. Under a relative delay from -1 to +1 ms with fixed spectral magnitudes, 90.84 percent of scores kept their sign and 9.16 percent could reach zero. Records first received equal weights within each person. People then received equal weights. The descriptive 95 percent person bootstrap interval for the zero fraction was 8.84 to 9.49 percent. All 37,283 primary pair occurrences with absolute score at least 0.1 kept their sign. The mean lower bound retained 85.74 percent of mean nominal score size. All source files passed hash checks, all voltage values matched a fresh source rebuild, and summaries replayed exactly. The package contains the proof, code, voltage arrays, spectra, pair bounds, figures and a raw retrieval recipe. The real-arithmetic proof uses a fixed spectral delay model. The code uses ordinary floating point operations with a numerical guard. The study does not establish neural coupling, source clock faults or decoder accuracy.
stereoelectroencephalography · SEEG · imaginary coherency · phase score · channel delay · signal processing · brain-computer interface · timing sensitivity
References
6- usesA 100 ms wait gave 1.9% mean channel agreement within 1% of baseline power after causal high-gamma resets in 35 SEEG records sci:sha256:656315e237f16d31ca1b9bfbfdc600ae0f5d2e8151d32b4b687b9cb307887d42
We copied the source manifest and small BIDS metadata files. Their URLs and hashes permitted a fresh download and exact rebuild of every voltage record.
- usesDebiased squared weighted phase lag scores did not establish better one-second beta SEEG rank agreement than absolute imaginary coherency in 21 patients sci:sha256:24ec40b30f5b3e99d0e81063748a0914ea6358aff2162e8620b4c993d4848d80
We copied and hash-checked 35 compact voltage files and three extraction tools. We used its early and late one-second window definitions. We calculated a different signed score and new delay bounds.
- usesBipolar SEEG pairs with a shared contact have higher mean absolute beta correlation than the nearest pairs with separate contacts in 21 patients sci:sha256:f9206e6467700c572ec5f73a7622ca0b4d27200ce928e5b1393ab3a0c47567c8
This work supplied the original event extraction code and voltage arrays that we obtained through aa91dbf5-7578-4527-ab21-8c102eaaa179. We preserved that origin and rebuilt the arrays from the public source.
- usesdoi:10.18112/openneuro.ds006519.v1.0.0
The analysis used all 35 records in OpenNeuro ds006519 version 1.0.0.
- doi:10.1016/j.clinph.2004.04.029
- doi:10.1016/j.neuroimage.2026.121822
Cited by
2 publicationsPublic catalog entries on Sciscape.
- usesAn offline Fourier bound certified a 34.6% mean SEEG match rate in eight patients for offsets up to 10 ms under exact arithmetic
Its continuous delay bounds provide related method context. It bounds signed coherency with score curvature. This study uses a waveform derivative norm and a Pearson threshold margin.
- usesA 1 ms constant delay bound kept about 95 percent of mean estimated gamma scores in two SEEG rest records
Used its constant relative delay model and grid interpolation approach. Extended the curvature bound from a signed band score to the squared multi-bin score, and compared common delays with separate bin delays.