\begin{matrix}
\text{eacute} & é \\
\text{Eacute} & É \\
\text{easter} & ⩮ \\
\text{ecaron} & ě \\
\text{Ecaron} & Ě \\
\text{ecir} & \eqcirc \\
\text{ecirc} & ê \\
\text{Ecirc} & Ê \\
\text{ecolon} & ≕ \\
\text{ecy} & э \\
\text{Ecy} & Э \\
\text{eDDot} & ⩷ \\
\text{edot} & ė \\
\text{eDot} & \Doteq \\
\text{Edot} & Ė \\
\text{ee} & \mathbb{e} \\
\text{efDot} & \fallingdotseq \\
\text{efr} & \mathfrak{e} \\
\text{Efr} & \mathfrak{E} \\
\text{eg} & ⪚ \\
\text{egrave} & è \\
\text{Egrave} & È \\
\text{egs} & \eqslantgtr \\
\text{egsdot} & ⪘ \\
\text{el} & ⪙ \\
\text{Element} & \in \\
\text{elinters} & ⏧ \\
\text{ell} & \ell \\
\text{els} & \eqslantless \\
\text{elsdot} & ⪗ \\
\text{emacr} & ē \\
\text{Emacr} & Ē \\
\text{empty} & \varnothing \\
\text{emptyset} & \varnothing \\
\text{EmptySmallSquare} & \square \\
\text{emptyv} & \varnothing \\
\text{EmptyVerySmallSquare} & ▫ \\
\text{emsp} & \quad \\
\text{emsp13} & \; \\
\text{emsp14} & \: \\
\text{eng} & ŋ \\
\text{ENG} & Ŋ \\
\text{ensp} &   \\
\text{eogon} & ę \\
\text{Eogon} & Ę \\
\text{eopf} & \mathbb{e} \\
\text{Eopf} & \mathbb{E} \\
\text{epar} & ⋕ \\
\text{eparsl} & ⧣ \\
\text{eplus} & ⩱ \\
\text{epsi} & \varepsilon \\
\text{epsiv} & \epsilon \\
\text{eqcirc} & \eqcirc \\
\text{eqcolon} & ≕ \\
\text{eqsim} & \eqsim \\
\text{eqslantgtr} & \eqslantgtr \\
\text{eqslantless} & \eqslantless \\
\text{Equal} & == \\
\text{equals} & = \\
\text{EqualTilde} & \eqsim \\
\text{equest} & ≟ \\
\text{Equilibrium} & \rightleftharpoons \\
\text{equiv} & \equiv \\
\text{equivDD} & ⩸ \\
\text{eqvparsl} & ⧥ \\
\text{erarr} & ⥱ \\
\text{erDot} & \risingdotseq \\
\text{escr} & \mathcal{e} \\
\text{Escr} & \mathcal{E} \\
\text{esdot} & \doteq \\
\text{esim} & \eqsim \\
\text{Esim} & ⩳ \\
\text{eta} & \eta \\
\text{eth} & \eth \\
\text{ETH} & Ð \\
\text{euml} & ë \\
\text{Euml} & Ë \\
\text{excl} & ! \\
\text{exist} & \exists \\
\text{Exists} & \exists \\
\text{expectation} & \mathcal{E} \\
\text{exponentiale} & \mathbb{e} \\
\text{ExponentialE} & \mathbb{e} \\
\end{matrix}
