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Haishan Liu 1, Gwen Frishkoff 2, Robert Frank 1, Dejing Dou 1 1 University of Oregon 2 Georgia State University.

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Presentation on theme: "Haishan Liu 1, Gwen Frishkoff 2, Robert Frank 1, Dejing Dou 1 1 University of Oregon 2 Georgia State University."— Presentation transcript:

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2 Haishan Liu 1, Gwen Frishkoff 2, Robert Frank 1, Dejing Dou 1 1 University of Oregon 2 Georgia State University

3  ERP (Event-Related Potentials): a direct measure of neural activity  Lack of meta-analysis across experiment  NEMO (Neural ElectroMagnetic Ontologies) for data sharing and integration  Goal of the presented study  Mapping alternative sets of ERP spatial and temporal measures

4 Alternative sets of ERP metrics

5  Semi-structured data

6  Uninformative column headers

7  Semi-structured data  Uninformative column headers  Numerical values

8  Value vector to point-sequence curve  Use clustering analysis to identify subsequences  Assign meaningful labels to subsequences  Align subsequences across different datasets  Sequence post-processing  Evaluate similarities of the curves to determine the mapping (cross-spatial join)

9 Cluster labels Meaningful labels Point-sequence curve

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13  Process all point- sequence curves  Calculate Euclidean distance between sequences in the Cartesian product set (Cross-spatial join) ● ● ●● ● ● Metric Set1 Metric Set2

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15  the two datasets contain the same or similar ERP patterns

16  1-to-1 mapping between metrics

17  the two datasets contain the same or similar ERP patterns  1-to-1 mapping between metrics  Minimum sum of distances 4.01 + 3.74 > 4.08 + 3.57

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19 Wrong Mappings. Precision = 9/13 Gold standard mapping falls along the diagonal cells

20  3-Factor design of experiment data (Fully factorial: 2 x 2 x 2)  2 simulated “subject groups” (samples) ▪ SG1 = sample 1 ▪ SG2 = sample 2  2 data decompositions ▪ tPCA = temporal PCA decomposition ▪ sICA = spatial ICA decomposition  2 sets of alternative metrics ▪ m1 = metric set 1 ▪ m2 = metric set 2

21 Overall Precision: 84.6%

22  We describe a method for identifying mappings between alternative sets of ERP measures.  Use of an ontology to assign meaningful labels to ERP patterns  Application of sequence similarity search in discovering mappings across alternative metrics  Extension of the instance-level approach in schema matching  Articulation of a global minimum heuristic

23  Assuming datasets to contain the dissimilar ERP patterns  From 1-to-1 mapping to complex mapping  Approximation of the global minimum heuristics  More tests on real-world data

24 Questions and comments? Please contact Haishan Liu (ahoyleo@cs.uoregon.edu)


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