哪位能给理解下:2 c5 B9 {7 S2 V. A+ Y& j, O0 ~
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Formal Sets5 U5 B! b4 Q) @: S8 s9 Q) @8 T
A formal set consists of the subset of elements of some carrier set (structure) on which a certain predicate assumes the value `true'. 5 G9 T5 O- |' S* f: S9 i3 D, F& [1 x1 A$ `$ ^
The only set-theoretic operations that can be performed on formal sets are union, intersection, difference and symmetric difference, and element membership testing. * | H/ i; }8 a - y# m2 k, ?0 q( O7 @0 X& E* B/ Z; i# B; Y4 X5 b C) e% V
& c. z& \% y4 t' ~5 }0 @: iS := { 1 .. 5}; ; A- @+ q7 u; R( I> P := PowerSet(S); ( J6 }* O( e* x W6 HP; b" |+ ]* `$ jPFS:=PowerFormalSet(S);" k3 p' q7 L- h' f( P
PFS; ' v Z6 ^0 w- v& {7 j' `1 _: ?F := { 2, 4 }; & e8 f9 F, B9 Y7 H6 V) mFF := { 2/3, 4 };* E; u! G: J* ~( O
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F in P; " A1 \! k5 I' c3 t/ x; U- @+ RFF in P; 2 `4 O) j/ p" @$ c) k' x1 a F in PFS; * `4 ?. y" |2 u9 ~0 OFF in PFS; , v$ N, s& Y; T' y% ^. WSet of subsets of { 1 .. 5 }* b5 V& j$ M/ z$ w* p' H
Set of formal subsets of { 1 .. 5 }# v i) t* P, i$ W. U: `
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false9 f4 l/ j; n y- k7 q0 \
- X! J) a+ L3 u! M, m0 N# s! x>> F in PFS; 8 V( F+ W4 X+ }/ }/ N9 w1 q1 V ^ * o6 _8 d$ {; u( o% K' I ORuntime error in 'in': Bad argument types$ v6 ^; V* s& l7 S+ N( T
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>> FF in PFS; 8 h2 R' e* a7 i$ [ ^ $ s9 E# D% g2 X/ S3 S& pRuntime error in 'in': Bad argument types