Colors of
variables: wff
setvar class |
Syntax hints:
↔ wb 205 ∧ wa 395
= wceq 1534 ∅c0 4319 dom cdm 5673
/ cqs 8718 ≀
ccoss 37643 EqvRel weqvrel 37660 ErALTV werALTV 37669 Disj wdisjALTV 37677 Part wpart 37682 |
This theorem was proved from axioms:
ax-mp 5 ax-1 6 ax-2 7
ax-3 8 ax-gen 1790 ax-4 1804 ax-5 1906
ax-6 1964 ax-7 2004 ax-8 2101
ax-9 2109 ax-10 2130 ax-11 2147 ax-12 2167 ax-ext 2699 ax-sep 5294 ax-nul 5301 ax-pr 5424 |
This theorem depends on definitions:
df-bi 206 df-an 396
df-or 847 df-3an 1087 df-tru 1537 df-fal 1547 df-ex 1775 df-nf 1779 df-sb 2061 df-mo 2530 df-eu 2559 df-clab 2706 df-cleq 2720 df-clel 2806 df-nfc 2881 df-ral 3058 df-rex 3067 df-rmo 3372 df-rab 3429 df-v 3472 df-dif 3948 df-un 3950 df-in 3952 df-ss 3962 df-nul 4320 df-if 4526 df-sn 4626 df-pr 4628 df-op 4632 df-br 5144 df-opab 5206 df-id 5571 df-xp 5679 df-rel 5680 df-cnv 5681 df-co 5682 df-dm 5683 df-rn 5684 df-res 5685 df-ima 5686 df-ec 8721 df-qs 8725 df-coss 37878 df-refrel 37979 df-cnvrefrel 37994 df-symrel 38011 df-trrel 38041 df-eqvrel 38052 df-dmqs 38106 df-erALTV 38131 df-disjALTV 38172 df-part 38233 |
This theorem is referenced by:
(None) |