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Minimal Accessible Categories by Rosický, Jiří is a scholarly article available to read on EtoBox.

What is Minimal Accessible Categories about?

We give a purely category-theoretic proof of the result of Makkai and Par\'e saying that the category $\bf Lin$ of linearly ordered sets and order preserving injective mappings is a minimal finitely accessible category. We also discuss the existence of a minimal $\aleph_1$-accessible category.

Author

Rosický, Jiří

Published

2020

Language

EN