Is a geometric construction of the dual RSK correspondence along the lines of Viennot's "light and shadows construction" written up somewhere? This is a bijective correspondence between 0-1 matrices and pairs of SSYT with mutually transpose shapes.



Viennot-type geometric description for dual RSK correspondence?
It's all written up rather nicely in Heather Dornom's [Honours thesis](https://researchers.ms.unimelb.edu.au/%7Epjforr@unimelb/publications/hd8.pdf) from 2005. She gives a version of the matrix ball construction that works in these cases and also explains growth models for the RSK correspondence and its dual.


