shortcuts.sty

% Latin
\newcommand{\etc}{\textit{etc.}}
\newcommand{\eg}{\textit{e.g.}}
\newcommand{\ie}{\textit{i.e.}}
\newcommand{\abinitio}{\textit{ab initio}}
\newcommand{\etal}{\textit{et al.}}
\newcommand{\vs}{\textit{vs.}}
\newcommand{\adinfinitum}{\textit{ad infinitum}}

% Names
\newcommand{\zach}{Zachariasen}
\newcommand{\lm}{Lema\^itre}
\newcommand{\aw}{Aboav\--Weaire}

% Abbreviations
\newcommand{\td}{two\--dimensional}
\newcommand{\thd}{three\--dimensional}
\newcommand{\qtd}{quasi\--2D}
\newcommand{\mc}{Monte Carlo}
\newcommand{\sioii}{SiO$_2$}
\newcommand{\sioiii}{SiO$_3$}
\newcommand{\sioiv}{SiO$_4$}
\newcommand{\geoii}{GeO$_2$}

% Maths
\newcommand{\fk}{K}
\newcommand{\ki}{\langle k \rangle}
\newcommand{\kii}{\langle k^2 \rangle}
\newcommand{\kiii}{\langle k^3 \rangle}
\newcommand{\sumj}{\sum\limits_j}
\newcommand{\sumk}{\sum\limits_k}
\newcommand{\sumjk}{\sum\limits_{jk}}
\newcommand{\ham}{\mathcal{H}\left(\mathbf{p},\mathbf{r}\right)}
\newcommand{\ken}{\mathcal{K}\left(\mathbf{p}\right)}
\newcommand{\pen}{\mathcal{U}\left(\mathbf{r}\right)}
\newcommand{\obs}{\mathcal{A}\left(\mathbf{r}\right)}
\newcommand{\kb}{k_\text{B}}
\newcommand{\dd}{\text{d}}
\newcommand{\obj}{\Omega}
%\newcommand{\pme}{p^{\text{me}}}
\newcommand{\pme}{p}
\newcommand{\br}[2]{\left\{#1,#2\right\}}
%\newcommand{\pro}[2]{$\left\{#1,#2\right\}$}
\newcommand{\pro}[2]{$#1,#2-$}
\newcommand{\bd}[2]{\left(#1,#2\right)}

% Vectors
\newcommand{\vrc}[1]{\mathbf{r}^{\left(#1\right)}}
\newcommand{\vrp}[1]{\mathbf{r}_{#1}}

\newcommand{\vr}{\mathbf{r}}
\newcommand{\vri}{\mathbf{r}_i}
\newcommand{\vrj}{\mathbf{r}_j}
\newcommand{\vrk}{\mathbf{r}_k}
\newcommand{\vrij}{\mathbf{r}_{ij}}
\newcommand{\vrik}{\mathbf{r}_{ik}}
\newcommand{\vhrij}{\boldsymbol{\hat{\mathbf{r}}}_{ij}}
\newcommand{\vhrik}{\boldsymbol{\hat{\mathbf{r}}}_{ik}}
\newcommand{\vfi}{\mathbf{F}_i}
\newcommand{\vfj}{\mathbf{F}_j}
\newcommand{\vfk}{\mathbf{F}_k}

% Voronoi
\newcommand{\ed}{\langle r^\prime \rangle_z}
\newcommand{\edn}{\langle r^\prime_n \rangle_z}
\newcommand{\wD}{w_D}
\newcommand{\nDz}{N_D\left(z\right)}
\newcommand{\gDwz}{g_D\left(w_D,z\right)}
\newcommand{\ewD}{\langle w_D \rangle_z}
\newcommand{\ewDn}{\langle w_D^n \rangle_z}
\newcommand{\ewDii}{\langle w_D^2 \rangle_z}
\newcommand{\wS}{w_S}
\newcommand{\hz}{h\left(z\right)}
\newcommand{\nSz}{N_S\left(z\right)}
\newcommand{\ewSn}{\langle w_S^n \rangle_z}
\newcommand{\ewSii}{\langle w_S^2 \rangle_z}
\newcommand{\zN}{N\left(z\right)}
\newcommand{\zphi}{\phi\left(z\right)}
\newcommand{\zww}{\langle w^2\rangle_z}
\newcommand{\zP}{P\left(z\right)}
\newcommand{\zS}{S\left(z\right)}
\newcommand{\rs}{R}
\newcommand{\ass}{r}
\newcommand{\zrr}{\langle \rd^2\rangle_z}