LogicSupplement Sections DiscrMathExt Doc
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Def  T == {:True| T }

is mentioned by

Thm*  {x:AP(x) } =ext {x:AP(x) }[subset_squash_exteq]
Thm*  (x:AB(x B'(x))  ({x:AB(x) } =ext {x:AB'(x) })[subset_sq_exteq]
Thm*  (x:AB(x B'(x))  {x:AB(x) }  {x:AB'(x) }[set_inc_wrt_imp_sq]
Thm*  x:AB(x x  {x:AB(x) }[squash_to_subset]
Thm*  x:{x:AB(x) }. B(x)[subset_to_squash]
Thm*  P  P[sq_sq_iff_sq]
Thm*  Dec(P Dec(P)[dec_imp_dec_sq]
Thm*  (P P[sq_not_iff_sq]
Thm*  P  P[not_sq_iff_sq]

In prior sections: core rel 1 quot 1

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LogicSupplement Sections DiscrMathExt Doc