Topos Theory (Part 7) — Azimuth

I’m almost done explaining why any presheaf category is an elementary topos, meaning that • it has finite colimits; • it has finite limits; • it’s cartesian closed. • it has a subboject classifier. Last time I explained why such categories are cartesian closed; now let’s talk about the subobject classifier! Subobject classifiers In the […]

via Topos Theory (Part 7) — Azimuth

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