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Def
reduce(f;k;as) == Case of as; nil
k ; a.as'
f(a,reduce(f;k;as')) (recursive)
is mentioned by
Def
union-reduce(f;g;x;as) == reduce(
a,y. InjCase(a; j. f(j,y), g(j,y));x;as)
[union-reduce]
Def
(
x
L.P(x)) == reduce(
x,b. P(x)
b;false
;L)
[l_bexists]
Def
(
x
L.P(x)) == reduce(
x,b. P(x)
b;true
;L)
[l_ball]
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