Replace "rn" by "cdm" (3c)

See issue metamath#4470: Label changes: * ~smorndom -> ~smocdmdom (used 2 times)
avekens · Jan 4, 2025 · 02a2fb8 · 02a2fb8
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diff --git a/changes-set.txt b/changes-set.txt
@@ -92,6 +92,7 @@ make a github issue.)
 
 DONE:
 Date      Old       New         Notes
+ 4-Jan-25 smorndom  smocdmdom
  2-Jan-25 frnnn0fsuppg fcdmnn0fsuppg
  2-Jan-25 frnnn0suppg fcdmnn0suppg
  2-Jan-25 frnnn0fsupp fcdmnn0fsupp

diff --git a/set.mm b/set.mm
@@ -82738,7 +82738,7 @@ C Fn ( ( S i^i dom F ) u. { z } ) ) $=
     $d A x $.  $d B x $.  $d F x $.
     $( The codomain of a strictly monotone ordinal function dominates the
        domain.  (Contributed by Mario Carneiro, 13-Mar-2013.) $)
-    smorndom $p |- ( ( F : A --> B /\ Smo F /\ Ord B ) -> A C_ B ) $=
+    smocdmdom $p |- ( ( F : A --> B /\ Smo F /\ Ord B ) -> A C_ B ) $=
       ( vx wf wsmo word w3a cv wcel wa cfv wss wfn simpl1 simpl2 smodm2 syl2anc
       ffnd ordelord sylancom simpl3 simpr syl3anc ffvelcdm 3ad2antl1 ordtr2 imp
       smogt syl22anc ex ssrdv ) ABCEZCFZBGZHZDABUPDIZAJZUQBJZUPURKZUQGZUOUQUQCL
@@ -109394,63 +109394,63 @@ _Cardinal Arithmetic_ (1994), p. xxx (Roman numeral 30).  The cofinality
       ( con0 wcel wa cfv wss vt vs word wrex wral wsmo w3a wex csuc cdm wfo cep
       cv wf wiso wf1o cvv wwe ssrab3 ssexg mpan onss sstrid epweon mpisyl oiiso
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-      sylc ancomsd imp fvco3 syl2an2r 3eltr4d ralrimivva issmo2 syl13anc sseq2d
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+      syl adantrr ccom vex oiexg coexg sylancr simprl fcod simpr ad2antrr simpl
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+      sylbird syld com23 imp31 eleq1 biimpcd ad5ant24 sylancom sylibrd reximdva
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   $}
 
   ${
@@ -111880,17 +111880,17 @@ version of the pigeonhole principle (for aleph-null pigeons and 2 holes)
       ( con0 wss cwdom wbr wa wcel cpw cdom word cep cvv 3syl wf adantr syl3anc
       syl cdm char cfv oicl wb cuni csuc relwdom brrelex1i adantl uniexg sucexg
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-      simpl wess mpisyl epse oiiso2 sylancl isof1o simprd f1oeq3d mpbid f1oen2g
+      smocdmdom ssexd elong mpbiri csdm canth2g sdomdom cen wf1o wiso wwe simpl
+      wse epweon wess mpisyl oiiso2 sylancl isof1o simprd f1oeq3d mpbid f1oen2g
       endom domwdom wdomtr sylancom wdompwdom domtr syl2anc elharval sylanbrc
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   $}
 
   ${