Category:Category of Pointed Sets
Jump to navigation
Jump to search
This category contains results about the category of pointed sets.
The category of pointed sets, denoted $\mathbf {Set}_*$, is defined as follows:
Objects: | pointed sets $\struct {A, a}$ | |
Morphisms: | pointed mappings | |
Composition: | Standard composition of mappings | |
Identity morphisms: | $\mathrm {id}_{\struct {A, a} } := \mathrm {id}_A$, the identity mapping on $A$ |
Pages in category "Category of Pointed Sets"
This category contains only the following page.