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Stream: learning: questions

Topic: ✔ Intuition for Yoneda


view this post on Zulip Ruby Khondaker (she/her) (Jul 30 2025 at 15:10):

Ok I think I feel quite comfortable with Schreiber's take on yoneda now, and it also makes a lot of intuitive sense! As far as I can tell, the idea is to view presheaves as "probe-able objects" and natural transformations as "probe-able morphisms" - essentially you're taking the collage of the evaluation profunctor [Cop,Set]C[\mathcal{C}^\text{op}, \mathbf{Set}] \to \mathcal{C}

view this post on Zulip Notification Bot (Jul 30 2025 at 15:26):

Ruby Khondaker (she/her) has marked this topic as resolved.