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* Add SRing to iset.mm This is the syntax and df-srg . Copied without change from set.mm. * copy sbceqbid from set.mm to iset.mm * Add issrg to iset.mm Stated as in set.mm. The proof needs intuitionizing at most steps but follows the set.mm proof closely. * copy srgcmn and srgmnd from set.mm to iset.mm * copy srgmgp from set.mm to iset.mm * copy srgi from set.mm to iset.mm * Add srgcl to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * Add srgass to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is based on the set.mm proof. * Add srgideu to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is similar to the set.mm proof. * copy srgfcl from set.mm to iset.mm * copy srgdi and srgdir from set.mm to iset.mm * Add srgidcl to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * copy srg0cl from set.mm to iset.mm * Add srgidmlem to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * copy srglidm and srgridm from set.mm to iset.mm * Add issrgid to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is based on the set.mm proof. * copy srgacl and srgcom from set.mm to iset.mm * copy simprld and simprrd from set.mm to iset.mm * copy srgrz and srglz from set.mm to iset.mm * copy srgisid from set.mm to iset.mm * Add srg1zr to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * copy srgen1zr from set.mm to iset.mm * copy srgmulgass from set.mm to iset.mm * Add srgpcomp to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * Add srgpcompp to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * Add srgpcomppsc to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * Add srglmhm to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * Add srgrmhm to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * Add function support theorems to mmil.html This is df-supp , df-fsupp , srgsummulcr , and sgsummulcl . * Add srg1expzeq1 to iset.mm Stated as in set.mm. The proof needs some intuitionizing but is basically the set.mm proof. * Add srgbinom , csrgbinom to mmil.html * Revise df-srg comment in set.mm and iset.mmm Be more clear when we compare the definition of SRing and Ring . Wording suggested by tirix . * Rename srgi to srgdilem This is in set.mm and iset.mm
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