include "reals/CReals.ma".
(* UNEXPORTED
-Section R_CReals.
+Section R_CReals
*)
(*#* * The Real Number Structure
%\end{convention}%
*)
-inline "cic:/CoRN/reals/Cauchy_CReals/F.var".
+alias id "F" = "cic:/CoRN/reals/Cauchy_CReals/R_CReals/F.var".
(* NOTATION
Notation "'R_COrdField''" := (R_COrdField F).
inline "cic:/CoRN/reals/Cauchy_CReals/conv_modulus.con".
-inline "cic:/CoRN/reals/Cauchy_CReals/T.con".
+inline "cic:/CoRN/reals/Cauchy_CReals/R_CReals/T.con" "R_CReals__".
(*#* We now assume our original field is archimedean and prove that the
resulting one is, too.
*)
-inline "cic:/CoRN/reals/Cauchy_CReals/F_is_archemaedian.var".
+alias id "F_is_archemaedian" = "cic:/CoRN/reals/Cauchy_CReals/R_CReals/F_is_archemaedian.var".
inline "cic:/CoRN/reals/Cauchy_CReals/R_is_archemaedian.con".
(* begin hide *)
-inline "cic:/CoRN/reals/Cauchy_CReals/PT.con".
+inline "cic:/CoRN/reals/Cauchy_CReals/R_CReals/PT.con" "R_CReals__".
(* end hide *)
inline "cic:/CoRN/reals/Cauchy_CReals/R_as_CReals.con".
(* UNEXPORTED
-End R_CReals.
+End R_CReals
*)