annotate wisdom/morphism @ 10445:0d7752f5d7a5

<hppavilion[1]> mkx bin/lowercase2c//
author HackBot
date Sun, 19 Mar 2017 20:06:24 +0000
parents a655017e4390
children 147cf9cf33ba
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a655017e4390 <tswett> slwd morphism//s/functors on/diagrams of/
HackBot
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1 A morphism is just a natural transformation between two diagrams of 1.