Eps_i
False
True
not
and
or
iff
In
Subq
Empty
Union
Power
Repl
TransSet
atleast2
atleast3
atleast4
atleast5
atleast6
exactly2
exactly3
exactly4
exactly5
exu_i
reflexive_i
irreflexive_i
symmetric_i
antisymmetric_i
transitive_i
eqreln_i
per_i
linear_i
trichotomous_or_i
partialorder_i
totalorder_i
strictpartialorder_i
stricttotalorder_i
If_i
exactly1of2
exactly1of3
nIn
nSubq
UPair
Sing
binunion
SetAdjoin
famunion
Sep
ReplSep
binintersect
setminus
inj
bij
atleastp
equip
In_rec_poly_G_i
In_rec_poly_i
ordsucc
nat_p
nat_primrec
add_nat
mul_nat
ordinal
V_
Inj1
Inj0
Unj
combine_funcs
setsum
proj0
proj1
binrep
lam
setprod
ap
setsum_p
tuple_p
Pi
setexp
Sep2
set_of_pairs
lam2
PNoEq_
PNoLt_
PNoLt
PNoLe
PNo_downc
PNo_upc
SNoElts_
SNo_
PSNo
SNo
SNoLev
SNoEq_
SNoLt
SNoLe
binop_on
Loop
Loop_with_defs
Loop_with_defs_cex1
Loop_with_defs_cex2
combinator
combinator_equiv
equip_mod