3.6 Relations

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

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

Negated

$\not<$, $\not\leq$, $\not\vdash$, $\not\models$, $\not>$, $\not\geq$, 
$\not\cong$, $\not\sim$, $\not\subset$, $\not\subseteq$, $\not\in$, 
$\notin$, $\not\supseteq$, $\not=$, $\not\succ$, $\not\prec$, 

$\not<$, $\not\leq $, $\not\vdash $, $\not\models $, $\not>$, $\not\geq $, $\not\cong $, $\not\sim $, $\not\subset $, $\not\subseteq $, $\not\in $, $\notin $, $\not\supseteq $, $\not=$, $\not\succ $, $\not\prec $,