Re: Experimental citeproc implementation in Rust

[Paulo Ney de Souza <pauloney-Re5JQEeQqe8AvxtiuMwx3w@public.gmane.org>]

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Here is a sample of elaborate titles that "really" happen in the wild --
these are taken from the Proceedings of the ICM 2018:

    title = {{$\bold Z$-theory: chasing ${\mathfrak m}/f$ theory}},
    title = {New examples of complete Calabi--Yau metrics on $\mathbb{C}^n$
for $n\ge 3$},
    title = {Uniqueness of the group measure space decomposition for
{P}opa's {$\mathscr{HT}$} factors},
    title = {Actions of {$\mathbb F_\infty$} whose {${\rm II}_1$} factors
and orbit equivalence relations have prescribed fundamental group},
    title = {Cocycle and orbit superrigidity for lattices in {${\rm
SL}(n,\mathbb R)$} acting on homogeneous spaces},
    title = {Profinite rigidity of $\mathbf{PGL}(2,{\Z}[\omega])$ and
$\mathbf{PSL}(2,{\Z}[\omega])$},
    title = {Representation of measures with polynomial denseness in
{$L_p(\mathbb R,d\mu)$}, {$0<p<\infty$}, and its application to determinate
moment problems},
    title = {Zimmer's conjecture for actions of
$\mathrm{SL}(m,\mathbb{Z})$},
    title = {Can lattices in {${\rm SL}(n,\mathbb R)$} act on the circle?},
    title = {Higher {T}eichm\"uller spaces: from {${\rm SL}(2,\mathbb R)$}
to other {L}ie groups},
    title = {Exponential decay of connection probabilities for subcritical
Voronoi percolation in $\mathbb{R}^d$},
    title = {A {KAM} scheme for {${\rm SL}(2,\mathbb R)$} cocycles with
{L}iouvillean frequencies},
    title = {On dynamics of {$Out(F_n)$} on {$\mathrm{PSL}_2({\mathbb C})$}
characters},
    title = {General topology meets model theory, on {$\mathfrak p$} and
{$\mathfrak t$}},^M
    title = {New classes of {${\mathcal L}\sp{p}$}-spaces},
    title = {A class of special {${\mathcal L}\sb{\infty }$}\ spaces},
    title = {More {$\ell_r$} saturated {$\mathscr L^\infty$} spaces},
    title = {The {${\mathcal L}\sb{p}$} spaces},
    title = {A remark on bases in {${\mathcal L}\sb{p}$}-spaces with an
application to complementably universal {${\mathcal L}\sb{\infty
}$}-spaces},
    title = {{${\rm SL}(2,\mathbb C)$} {C}hern-{S}imons theory and the
asymptotic behavior of the colored {J}ones polynomial},
    title = {K-polystability of {${\mathbb Q}$}-{F}ano varieties admitting
{K}\"ahler-{E}instein metrics},
    title = {Weak geodesic rays in the space of {K}\"ahler potentials and
the class {$\mathcal{E}(X,\omega)$}},
    title = {Operator-algebraic superridigity for {${\rm SL}_n(\mathbb
Z)$}, {$n\geq 3$}},
    title = {The space of closed subgroups of {$\mathbb R^n$} is stratified
and simply connected},
    title = {The irreducible representations of the {L}ie algebra
{${\mathfrak s}{\mathfrak l}(2)$}\ and of the {W}eyl algebra},
    title = {Singular {G}elfand-{T}setlin modules of
{${\mathfrak{gl}}(n)$}},
    title = {Families of irreducible singular Gelfand-Tsetlin modules of
$\mathfrak{gl}(n)$},
    title = {Infinite-dimensional representations of the {L}ie algebra
{$\mathfrak{gl}(n,{\mathbb C})$} related to complex analogs of the
{G}elfand-{T}setlin patterns and general hypergeometric functions on the
{L}ie group {${\rm GL}(n,{\mathbb C})$}},
    title = {A geometric approach to 1-singular {G}elfand--{T}setlin
{$\mathfrak{gl}_n$}-modules},
    title = {Geometric approach to $p$-singular Gelfand--Tsetlin $\mathfrak
{gl}_n$-modules},
    title = {On some {B}ruhat decomposition and the structure of the
{H}ecke rings of {${\mathfrak p}$}-adic {C}hevalley groups},
    title = {Stable $s$-minimal cones in $\mathbb{R}^3$ are flat for $s\sim
1$},
    title = {Delaunay type domains for an overdetermined elliptic problem
in {$\mathbb S^n\times\mathbb R$} and {$\Bbb H^n\times\Bbb R$}},
    title = {A {KAM} scheme for {${\rm SL}(2,\mathbb R)$} cocycles with
{L}iouvillean frequencies},


Paulo Ney


On Wed, Dec 12, 2018 at 12:39 PM John MacFarlane <jgm-TVLZxgkOlNX2fBVCVOL8/A@public.gmane.org> wrote:

> Cormac Relf <web-v7Sng7lNsVbsQp/K+IV0sw@public.gmane.org> writes:
>
> > The BibTex parsing is a tricky one, though. There’s this
> > <https://github.com/charlesvdv/nom-bibtex> for the main syntax, at
> least. I
> > wouldn’t want to fork out to Pandoc for every single latex text field,
> but
> > maybe the Lua API’s read would help here.
>
> That's an interesting point.  If your parser just
> parsed the fields as RawInline (Format "latex") ---,
> you could have the lua filter do a separate pass at
> the beginning to try to convert all of these into
> native pandoc inlines using read.
>
> > It might be simpler to support
> > both citeproc-js’ micro-HTML and a similarly limited micro-LaTeX with a
> > simple Rust-based parser, but not at the same time. What do people use
> > backslash commands for in BibTeX? Are there names and document titles
> out
> > there that really need the whole power of LaTeX to render? I might have
> to
> > think about this some more. Perhaps a successor to CSL-JSON that accepts
> > arbitrary JSON objects wherever the old one accepts strings.
>
> In practice, a fairly small subset of LaTeX would be
> enough to handle most of what you find in bibtex
> bibliographies.
>
> Certainly you will find things like `\emph`, inline
> math, and lots of escape characters like `\"{a}`.
>
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