Paths to the allodynia surface corresponding to nearby local minima in distances.

<p>Shortest paths (solid lines) from each APS point to points on the allodynia surfaces whose distances correspond to a local minimum of distance no more than 1.5 times the global minimum distance. Global minima are included in these plots. Panels <b>(A)</b>, <b>(B)</b>...

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Main Author: Alexander G. Ginsberg (19510759) (author)
Other Authors: Scott F. Lempka (11858477) (author), Bo Duan (250083) (author), Victoria Booth (351174) (author), Jennifer Crodelle (6944600) (author)
Published: 2025
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Summary:<p>Shortest paths (solid lines) from each APS point to points on the allodynia surfaces whose distances correspond to a local minimum of distance no more than 1.5 times the global minimum distance. Global minima are included in these plots. Panels <b>(A)</b>, <b>(B)</b>, and <b>(C)</b> correspond respectively to the simple, static, and dynamic circuits. Clustering based on these local minima paths yields clusters analogous to clusters based on the global shortest paths. However, the range of displacements based on local minima paths is larger than the range of displacements based on global shortest paths (indicated by the region between the dashed-dotted lines), particularly for the static subcircuit. Notably, one local minima path for the static subcircuit and one for the dynamic subcircuit (solid black lines) do not fall into any of the identified clusters.</p> <p>(TIFF)</p>