$\KaTeX$	Plain Text
stackrel{!}{=}	\stackrel{!}{=}
$=$	=
$\eqcirc$	\eqcirc
lesseqgtr	\lesseqgtr
sqsupset	\sqsupset
$<$	<
$\eqcolon$	\eqcolon
lesseqqgtr	\lesseqqgtr
sqsupseteq	\sqsupseteq
$>$	>
$\Eqcolon$	\Eqcolon
$\lessgtr$	\lessgtr
$\Subset$	\Subset
$:$	:
eqqcolon	\eqqcolon
$\lesssim$	\lesssim
$\subset$	\subset
$\sub$	\sub
$\approx$	\approx
Eqqcolon	\Eqqcolon
$\ll$	\ll
subseteq	\subseteq
$\sube$	\sube
approxeq	\approxeq
$\eqsim$	\eqsim
$\lll$	\lll
subseteqq	\subseteqq
$\asymp$	\asymp
eqslantgtr	\eqslantgtr
$\llless$	\llless
$\succ$	\succ
backepsilon	\backepsilon
eqslantless	\eqslantless
$\lt$	\lt
succapprox	\succapprox
$\backsim$	\backsim
$\equiv$	\equiv
$\mid$	\mid
succcurlyeq	\succcurlyeq
backsimeq	\backsimeq
fallingdotseq	\fallingdotseq
$\models$	\models
$\succeq$	\succeq
$\between$	\between
$\frown$	\frown
multimap	\multimap
$\succsim$	\succsim
$\bowtie$	\bowtie
$\ge$	\ge
$\owns$	\owns
$\Supset$	\Supset
$\bumpeq$	\bumpeq
$\geq$	\geq
parallel	\parallel
$\supset$	\supset
$\Bumpeq$	\Bumpeq
$\geqq$	\geqq
$\perp$	\perp
supseteq	\supseteq
$\supe$	\supe
$\circeq$	\circeq
geqslant	\geqslant
pitchfork	\pitchfork
supseteqq	\supseteqq
colonapprox	\colonapprox
$\gg$	\gg
$\prec$	\prec
thickapprox	\thickapprox
Colonapprox	\Colonapprox
$\ggg$	\ggg
precapprox	\precapprox
thicksim	\thicksim
$\coloneq$	\coloneq
$\gggtr$	\gggtr
preccurlyeq	\preccurlyeq
trianglelefteq	\trianglelefteq
$\Coloneq$	\Coloneq
$\gt$	\gt
$\preceq$	\preceq
triangleq	\triangleq
coloneqq	\coloneqq
gtrapprox	\gtrapprox
$\precsim$	\precsim
trianglerighteq	\trianglerighteq
Coloneqq	\Coloneqq
gtreqless	\gtreqless
$\propto$	\propto
varpropto	\varpropto
colonsim	\colonsim
gtreqqless	\gtreqqless
risingdotseq	\risingdotseq
vartriangle	\vartriangle
Colonsim	\Colonsim
$\gtrless$	\gtrless
shortmid	\shortmid
vartriangleleft	\vartriangleleft
$\cong$	\cong
$\gtrsim$	\gtrsim
shortparallel	\shortparallel
vartriangleright	\vartriangleright
curlyeqprec	\curlyeqprec
$\in$	\in
$\isin$	\isin
$\sim$	\sim
vcentcolon	\vcentcolon
curlyeqsucc	\curlyeqsucc
$\Join$	\Join
$\simeq$	\simeq
$\vdash$	\vdash
$\dashv$	\dashv
$\le$	\le
smallfrown	\smallfrown
$\vDash$	\vDash
dblcolon	\dblcolon
$\leq$	\leq
smallsmile	\smallsmile
$\Vdash$	\Vdash
$\doteq$	\doteq
$\leqq$	\leqq
$\smile$	\smile
$\Vvdash$	\Vvdash
$\Doteq$	\Doteq
leqslant	\leqslant
sqsubset	\sqsubset
doteqdot	\doteqdot
lessapprox	\lessapprox
sqsubseteq	\sqsubseteq
$≔ ≕ ⩴$	≔ ≕ ⩴