Cone

1. Definition

Let 20220821184957-kegel_kategorientheorie_760824120891fc757bc0445145b027d09b237baa.svg be a category and 20220821184957-kegel_kategorientheorie_68c2e4f467e25e7fe0a812a64e0b6a3501aa2e53.svg a diagram. A cone from 20220821184957-kegel_kategorientheorie_082f9bab71de6c3b55a762c7c497e13141dc3320.svg to 20220821184957-kegel_kategorientheorie_8ad679a7174285e2355ba880f1f2f0ee24dcb7aa.svg is an object 20220821184957-kegel_kategorientheorie_fae7564c2ac5033890cf668a2d557e07aec3d869.svg and a class of morphisms

20220821184957-kegel_kategorientheorie_3c10e97a7d63611e9195bb10aaef7c95c71549b5.svg

such that for each 20220821184957-kegel_kategorientheorie_fa13466223c0556ae2257b0d837f17e4d498b22f.svg and 20220821184957-kegel_kategorientheorie_97a87bf3386d9d22e8b4e5c831f624db9871c29b.svg following diagram commutes

20220821184957-kegel_kategorientheorie_2bf4fbcce59e5cdcb1b3cb7573d241cb872f13da.svg

Date: nil

Author: Anton Zakrewski

Created: 2024-10-11 Fr 21:30