6.2. Binárne relácie

$\le$\leq, \le
$\prec$\prec
$\preceq$\preceq
$\ll$\ll
$\approx$\approx
$\subset$\subset
$\subseteq$\subseteq
$\sqsubseteq$\sqsubseteq
$\in$\in
$\cong$\cong
$\vdash$\vdash
$\smile$\smile
$\frown$\frown
$\ne$\neq, \ne
$\bowtie$\bowtie
$\ge$\geq, \ge
$\succ$\succ
$\succeq$\succeq
$\gg$\gg
$\propto$\propto
$\supset$\supset
$\supseteq$\supseteq
$\sqsupseteq$\sqsupseteq
$\ni$\ni, \owns
$\models$\models
$\dashv$\dashv
$\mid$\mid
$\parallel$\parallel
$\notin$\notin
$\doteq$\doteq
$\equiv$\equiv
$\sim$\sim
$\simeq$\simeq
$\asymp$\asymp
$\perp$\perp

$\leqq$\leqq
$\subseteqq$\subseteqq
$\geqq$\geqq
$\supseteqq$\supseteqq
$\leqslant$\leqslant
$\Subset$\Subset
$\geqslant$\geqslant
$\Supset$\Supset
$\eqslantless$\eqslantless
$\eqslantgtr$\eqslantgtr
$\sqsubset$\sqsubset
$\sqsupset$\sqsupser
$\lesssim$\lesssim
$\gtrsim$\gtrsim
$\preccurlyeq$\preccurlyeq
$\succcurlyeq$\succcurlyeq
$\lessapprox$\lessapprox
$\gtrapprox$\gtrapprox
$\curlyeqprec$\curlyeqprec
$\curlyeqsucc$\curlyeqsucc
$\lessdot$\lessdot
$\gtrdot$\gtrdot
$\precsim$\precsim
$\succsim$\succsim
$\lll$\lll,\llless
$\ggg$\ggg,\gggtr
$\precapprox$\precapprox
$\succapprox$\succapprox
$\vartriangleleft$\vartriangleleft
$\vartriangleright$\vartriangleright
$\lessgtr$\lessgtr
$\gtrless$\gtrless
$\trianglelefteq$\trianglelefteq
$\trianglerighteq$\trianglerighteq
$\lesseqgtr$\lesseqgtr
$\gtreqless$\gtreqles
$\blacktriangleleft$\blacktriangleleft
$\blacktriangleright$\blacktriangleright
$\lesseqqgtr$\lesseqqgtr
$\gtreqqless$\gtreqqless
$\vDash$\vDash
$\Vdash$\Vdash
$\Vvdash$\Vvdash
$\bumpeq$\bumpeq
$\smallsmile$\smallsmile
$\smallfrown$\smallfrown
$\shortmid$\shortmid
$\shortparallel$\shortparallel
$\pitchfork$\pitchfork
$\varpropto$\varpropto
$\backepsilon$\backepsilon
$\therefore$\therefore
$\Bumpeq$\Bumpeq
$\Doteq$\doteqdot, \Doteq
$\circeq$\circeq
$\eqcirc$\eqcirc
$\triangleq$\triangleq
$\risingdotseq$\risingdotseq
$\fallingdotseq$\fallingdotseq
$\backsim$\backsim
$\backsimeq $\backsimeq
$\thicksim$\thicksim
$\thickapprox$\thickapprox
$\approxeq$\approxeq
$\between$\between
$\because$\because