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Implication details
Claim:
If a category is
cosifted
, then it is
connected
.
Proof:
This follows from the
dual implication
.
This implication has a
dual
.
Show 9 categories using this implication
empty category
discrete category on two objects
category of finite sets and bijections
category of finite sets and surjections
category of fields
category of sets and bijections
discrete category of sets
category of large families of sets and bijections
walking span
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Structure
categories
categories
functors
morphisms
symmetric monoidal categories
Categories
Properties
Implications
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