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DIALEKTO.tex
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DIALEKTO.tex
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\lstdefinelanguage{Dialekto}
{
%inputencoding=utf8x,
extendedchars=true,
numbers=left,
numberstyle={},
tabsize=2,
basicstyle={\footnotesize\sffamily\upshape}, %\ttfamily\small
backgroundcolor=\color{white},
keywords={abort,admit,apply,as,assert,assertnot,assume,compute,constant,definition,focus,in,injective,let,open,print,private,proof,proofterm,protected,qed,refine,reflexivity,require,rewrite,rule,set,simpl,symmetry,symbol,theorem,type,TYPE,why3,with,inductive,notation,left,right,infix,prefix},
sensitive=true,
keywordstyle=\color{blue},
morecomment=[l]{//},
commentstyle={\itshape\color{red}},
string=[b]{"},
stringstyle=\color{green},
showstringspaces=false,
literate={↪}{{{\color{blue}$\hookrightarrow$}}}1
{at_ML}{{@${\mkern 0mu}_{{}_\mathsf{ML}}$}}2
{_ML}{{${\mkern 5mu}_{{}_\mathsf{ML}}$}}1
%{0}{${\mkern 0mu}_0$}2
{φ0}{$\varphi_{0}$}2
{φ1}{$\varphi_{1}$}2
{φ2}{$\varphi_{2}$}2
{_MM}{{${\mkern 15mu}_{{}_\mathsf{MM}}$}}1
{→}{{{\color{blue}$\rightarrow$}}}1
%{→\_}{{{\color{black}$\rightarrow$\_~}}}1
{Π}{{{\color{blue}$\Pi$}}}1
{λ}{{{\color{blue}$\lambda$}}}1
{≔}{{{\color{blue}:=}}}1
{\$}{{{\color{blue}\$}}}1
{:}{{{\color{blue}:}}}1
{;}{{{\color{blue};}}}1
{,}{{{\color{blue},}}}1
{⇒}{$\Rightarrow$}1
{⇝}{$\rightsquigarrow$}1
{⊃}{$\Rightarrow$}1 %{$\supseq$}1
{⇔}{$\Leftrightarrow$}1
{∈}{$\in$}1
{⊆}{$\subseteq$}1
{↔}{$\Leftrightarrow$}1
{∀}{$\forall$}1
{∃}{$\exists$}1
{⊥}{$\bot$}1
{⊤}{$\top$}1
{¬}{$\neg$}1
{≡}{$\equiv$}1
{𝔹}{$\mathbb{B}$}1 {𝕃}{$\mathbb{L}$}1
{ℕ}{$\mathbb{N}$}1 {ℤ}{$\mathbb{Z}$}1 {𝕍}{$\mathbb{Z}$}1
{𝔼}{$\mathbb{E}$}1 {𝔸}{$\mathbb{A}$}1
{α}{$\alpha$}1 {π}{$\pi$}1 {τ}{$\tau$}1 {ω}{$\omega$}1
{□}{$\square$}1
{⋄}{$\diamond$}1
{⸬}{::}1
{∧}{$\wedge$}1 {∨}{$\lor$}1
{≤}{$\le$}1 {≠}{$\neq$}1 {∉}{$\notin$}1
{×}{$\times$}1 {+}{+}1
{Σ}{$\Sigma$}1
{Γ}{$\Gamma$}1
{Δ}{$\Delta$}1
{Ω}{$\Omega$}1
{⋅}{$\cdot$}1
{∙}{$\bullet$}1
{φ}{$\varphi$}1
{ϕ}{$\phi$}1
{ψ}{$\psi$}1
{χ}{$\chi$}1
{θ}{$\theta$}1
{μ}{$\mu$}1
{ν}{$\nu$}1
{σ}{$\sigma$}1
{κ}{$\kappa$}1
{δ}{$\delta$}1
{γ}{$\gamma$}1
{⊢}{$\vdash$}1
{⊧}{$\models$}1
}