Definitions ElisTarskiPf B Sections NuprlLIB Doc

Some definitions of interest.
repst Def x reps y == x reps y Term
Thm* t,x:Term. (t reps x) Prop
reps Def x reps y t == x IN t & ref(x) = y t
Thm* t:(u Term), x:u. (t reps x u) Prop
Thm* t,x:Term. (t reps x Term) Prop
subx Def t/e == t[e/X]
Thm* t,r:Term. t/r Term

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universeequalmemberpropall!abstraction

Definitions ElisTarskiPf B Sections NuprlLIB Doc