AFAIK using dependent records-as-modules in a simpler MLTT-based type systems is tricky, because singleton types (aka. 'manifest fields') usually depend on equality reflection. Has anyone applied cubical type theory to the problem of first class module systems?
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Hey, been pondering this today (been wanting to implement this in Pikelet), and been curious whether you know of any existing implementations of singleton types that don't rely on equality reflection? Or is that something yet to be done? Kind of wondering how easy 'easy' is. 😅
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