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SoftMatch: comparing scanpaths using combinatorial spatio-temporal sequences with fractal curves

Robert Ahadizad Newport*, Carlo Russo, Sidong Liu, Abdulla Al Suman, Antonio Di Ieva

*Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

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Abstract

Recent studies matching eye gaze patterns with those of others contain research that is heavily reliant on string editing methods borrowed from early work in bioinformatics. Previous studies have shown string editing methods to be susceptible to false negative results when matching mutated genes or unordered regions of interest in scanpaths. Even as new methods have emerged for matching amino acids using novel combinatorial techniques, scanpath matching is still limited by a traditional collinear approach. This approach reduces the ability to discriminate between free viewing scanpaths of two people looking at the same stimulus due to the heavy weight placed on linearity. To overcome this limitation, we here introduce a new method called SoftMatch to compare pairs of scanpaths. SoftMatch diverges from traditional scanpath matching in two different ways: firstly, by preserving locality using fractal curves to reduce dimensionality from 2D Cartesian (x,y) coordinates into 1D (h) Hilbert distances, and secondly by taking a combinatorial approach to fixation matching using discrete Fréchet distance measurements between segments of scanpath fixation sequences. These matching “sequences of fixations over time” are a loose acronym for SoftMatch. Results indicate high degrees of statistical and substantive significance when scoring matches between scanpaths made during free-form viewing of unfamiliar stimuli. Applications of this method can be used to better understand bottom up perceptual processes extending to scanpath outlier detection, expertise analysis, pathological screening, and salience prediction.
Original languageEnglish
Article number7438
Pages (from-to)1-46
Number of pages46
JournalSensors
Volume22
Issue number19
DOIs
Publication statusPublished - 30 Sept 2022

Bibliographical note

Copyright the Author(s) 2022. Version archived for private and non-commercial use with the permission of the author/s and according to publisher conditions. For further rights please contact the publisher.

Keywords

  • visual scanpath
  • Hilbert curve
  • discrete Fréchet distance
  • computational neuroscience
  • eye-tracking
  • fractal analysis

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