Nuprl Lemma : rel_le_refl_cl_sp 13,42

T:Type, r:(TT). dec_binrel(T;x,y:Tx = y  T anti_sym(T;r (r >{T} ((r\))) 
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Upgen algebra 1
Definitions of StatementE >{TE', x,y:TE(x;y), dec_binrel(T;r), anti_sym(T;R), E, E\
Definitionst  T, AntiSym(T;x,y.R(x;y)), E\, E, E >{TE', anti_sym(T;R), x,y:TE(x;y), dec_binrel(T;r), P  Q, , x:AB(x), P & Q, P  Q, A, Dec(P), False
Lemmasdecidable wf, not wf

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