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add nadd32
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sctfn committed Jan 21, 2025
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Expand Up @@ -539980,6 +539980,14 @@ R Se ( A X. B ) ) /\ ( X e. A /\ Y e. B ) ) -> ta ) $=
GVEVFVHDEFURUSYBVKUUIKYIGVEVFVHDEFUTUSVAVBVD $.
$}

$( Commutative/associative law that swaps the last two terms in a triple
sum. (Contributed by Scott Fenton, 20-Jan-2025.) $)
nadd32 $p |- ( ( A e. On /\ B e. On /\ C e. On ) ->
( ( A +no B ) +no C ) = ( ( A +no C ) +no B ) ) $=
( con0 wcel w3a cnadd co wceq naddcom 3adant1 oveq2d naddass 3com23 3eqtr4d
) ADEZBDEZCDEZFZABCGHZGHACBGHZGHZABGHCGHACGHBGHZSTUAAGQRTUAIPBCJKLABCMPRQUC
UBIACBMNO $.

$(
=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
Surreal numbers - cuts and options
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