Definitions hol restr binder HOLlib Doc
IF YOU CAN SEE THIS go to /sfa/Nuprl/Shared/Xindentation_hack_doc.html
Defined Operators mentioned in hol restr binder

Defimplies[himplies]hol min
Defres_forall[hres_forall]
Defequal[hequal]hol min
Defhbool[hbool]hol min
Def'a  'b[hfun]hol min
Defall[hall]hol bool
DefS[stype]hol
Defand[hand]hol bool
Defexists[hexists]hol bool
Defres_exists[hres_exists]
Defselect[hselect]hol min
Defres_select[hres_select]
Deft[ht]hol bool
Defarb[harb]
Defcond[hcond]hol bool
Defres_abstract[hres_abstract]
DefP  Q[implies]core
Defx:AB(x)[all]core
DefP & Q[and]core
Defx:AB(x)[exists]core
Defres_choose('a;x.P(x);x.Q(x))[res_choose]
Def@x:'ap(x)[bchoose]hol min
Def@x:TP(x)[choose]hol
Defres_lambda('a;'b;x.P(x);x.f(x))[res_lambda]
Defarb(T)[arb]hol
Defbif(bbx.x(bx); by.y(by))[bif]hol
Defx:Tb(x)[tlambda]fun 1
Defx:TP(x)[ball]hol
Defx:TP(x)[bexists]hol
Defb[assert]bool 1
Defres_all('a;x.P(x);x.Q(x))[res_all]
Defx = y[bequal]hol
DefP[prop_to_bool]hol
Def[bool]bool 1
Defres_exists('a;x.P(x);x.Q(x))[res_exists]
Defpq[bimplies]bool 1
Defpq[band]bool 1
Defb[bnot]bool 1
Defp  q[bor]bool 1

About:
productproductboolbfalsebtrueifthenelseassertunittoken
uniondecidesetlambdaapply
functionuniverseequalaxiomimpliesandfalsetrueall
exists
IF YOU CAN SEE THIS go to /sfa/Nuprl/Shared/Xindentation_hack_doc.html

Definitions hol restr binder HOLlib Doc