@@ -7,10 +7,6 @@ LoadPackage( "FinSetsForCAP" );
77# i.e., the topos FinSets is Boolean.
88
99# ! @Example
10- S := FinSet( [ 1 , 2 , 3 , 4 , 5 ] );
11- # ! <An object in FinSets>
12- A := FinSet( [ 1 , 5 ] );
13- # ! <An object in FinSets>
1410Display( SubobjectClassifier( FinSets ) );
1511# ! [ "true", "false" ]
1612Display( TruthMorphismOfTrue( FinSets ) );
@@ -42,8 +38,12 @@ Display( TruthMorphismOfImplies( FinSets ) );
4238# ! [ [ [ "false", "false" ], "true" ], [ [ "false", "true" ], "true" ],
4339# ! [ [ "true", "false" ], "false" ], [ [ "true", "true" ], "true" ] ],
4440# ! [ "true", "false" ] ]
45- m := MapOfFinSets( A, List( AsList( A ), x -> [ x, x ] ), S );
46- # ! <A morphism in FinSets>
41+ S := FinSet( [ 1 , 2 , 3 , 4 , 5 ] );
42+ # ! <An object in FinSets>
43+ A := FinSet( [ 1 , 5 ] );
44+ # ! <An object in FinSets>
45+ m := EmbeddingOfFinSets( A, S );
46+ # ! <A monomorphism in FinSets>
4747Display( ClassifyingMorphismOfSubobject( m ) );
4848# ! [ [ 1, 2, 3, 4, 5 ], [ [ 1, "true" ], [ 2, "false" ], [ 3, "false" ],
4949# ! [ 4, "false" ], [ 5, "true" ] ], [ "true", "false" ] ]
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