I'm finding my code difficult to parse due to very long entry names that mostly stem from the
names global-subuniverse andreflective-global-subuniverse. Could global-subuniverse be shortened to subuniverse-ω and reflective-global-subuniverse be shortened to reflective-subuniverse-ω?
I imagine then calling the separatedness condition is-separated-ω, and a localization wrt. a global subuniverse for localization-ω. A global subuniverse equivalence would be subuniverse-ω-equiv and a global subuniverse connected map would be connected-map-ω. Notice that there currently is no good abbreviation for most of these, and they are only the most fundamental definitions.
I'm finding my code difficult to parse due to very long entry names that mostly stem from the
names
global-subuniverseandreflective-global-subuniverse. Couldglobal-subuniversebe shortened tosubuniverse-ωandreflective-global-subuniversebe shortened toreflective-subuniverse-ω?I imagine then calling the separatedness condition
is-separated-ω, and a localization wrt. a global subuniverse forlocalization-ω. A global subuniverse equivalence would besubuniverse-ω-equivand a global subuniverse connected map would beconnected-map-ω. Notice that there currently is no good abbreviation for most of these, and they are only the most fundamental definitions.