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charset="UTF-8" Content-Transfer-Encoding: quoted-printable See https://pandoc.org/MANUAL.html#math-rendering-in-html You have several choices Le dimanche 5 avril 2020 10:59:23 UTC+2, Rahul Dave a =C3=A9crit : > > Hi Folks, > > I'm trying to figure out how to have pandoc put a span with class math or= =20 > class math+display around math but not do anything inline. > > Here is my markdown fragment: > > =E2=9E=9C Blogs cat a.md > Inline $\alpha +\beta$ is good... > > > $$ > Sensitivity \equiv TPR =3D \frac{TP}{OP} =3D P(T+ | D+) =3D 0.938 > $$ > > > $$ > Specificity \equiv TNR =3D \,\,\frac{TN}{ON} =3D \,\,P(T- | D-) > $$ > > > > > Thus, (given no $disease$ you either test positive or negative): > > > $$ Specificity =3D 1 - P(T+ | D-) =3D 0.956 $$ > > > > > Solving for the probability of a positive test, we get: > > > $$ > P(T+ | D-) =3D 1 - 0.956 =3D 0.044 > $$ > > > > > Here is simple output: > =E2=9E=9C Blogs pandoc a.md -t html -f markdown > [WARNING] Could not convert TeX math ' > Sensitivity \equiv TPR =3D \frac{TP}{OP} =3D P(T+ | D+) =3D 0.938 > ', rendering as TeX > [WARNING] Could not convert TeX math ' > Specificity \equiv TNR =3D \,\,\frac{TN}{ON} =3D \,\,P(T- | D-) > ', rendering as TeX >

Inline =CE=B1 + =CE=B2 is good > =E2=80=A6

>


$$ > Sensitivity \equiv TPR =3D \frac{TP}{OP} =3D P(T+ | D+) =3D 0.938 > $$

>


$$ > Specificity \equiv TNR =3D \,\,\frac{TN}{ON} =3D \,\,P(T- | D-) > $$

>

Thus, (given no dis< > /em>ease you either test=20 > positive or negative):

>


Spec= em>ificity= =20 > =3D 1 =E2=88=92 P(T + |D =E2=88=92 ) =3D 0.956=

>

Solving for the probability of a positive test, we get:

>


P(T + |D= =E2=88=92=20 > ) =3D 1 =E2=88=92 0.956 =3D 0.044

> > > > You can see that pandoc reaches inside and puts "ems". Same thing=20 > with pandoc a.md -t html -f markdown+tex_math_dollars. > > If i use gfm for example, this goes away, but then pandoc still reaches i= n=20 > and replaces \, (backslash comma) by comma. Happens with and without raw = tex > > =E2=9E=9C Blogs pandoc a.md -t html -f gfm+raw_tex >

Inline $\alpha +\beta$ is good...

>

$$ Sensitivity \equiv TPR =3D \frac{TP}{OP} =3D P(T+ | D+) =3D 0.938 $= $

>

$$ Specificity \equiv TNR =3D ,,\frac{TN}{ON} =3D ,,P(T- | D-) $$

>

Thus, (given no $disease$ you either test positive or negative):

>

$$ Specificity =3D 1 - P(T+ | D-) =3D 0.956 $$

>

Solving for the probability of a positive test, we get:

>

$$ P(T+ | D-) =3D 1 - 0.956 =3D 0.044 $$

> > > Very confused! Please help! > > > This is my version: > > =E2=9E=9C Blogs pandoc -v > pandoc 2.9.2.1 > Compiled with pandoc-types 1.20, texmath 0.12.0.1, skylighting 0.8.3.2 > Default user data directory: /Users/rahul/.local/share/pandoc or=20 > /Users/rahul/.pandoc > Copyright (C) 2006-2020 John MacFarlane > Web: https://pandoc.org > This is free software; see the source for copying conditions. > There is no warranty, not even for merchantability or fitness > for a particular purpose. > > Thanks! > > Rahul > > > > --=20 You received this message because you are subscribed to the Google Groups "= pandoc-discuss" group. To unsubscribe from this group and stop receiving emails from it, send an e= mail to pandoc-discuss+unsubscribe-/JYPxA39Uh5TLH3MbocFF+G/Ez6ZCGd0@public.gmane.org To view this discussion on the web visit https://groups.google.com/d/msgid/= pandoc-discuss/1138a662-cc3e-4ec7-b0d2-177ad8b10f45%40googlegroups.com. ------=_Part_1619_452071400.1586105675972 Content-Type: text/html; charset="UTF-8" Content-Transfer-Encoding: quoted-printable
See=C2=A0https://pandoc.org/MANUAL.html#math-rendering-in-html<= div>You have several choices

Le dimanche 5 avril 2020 10:59:23 UTC+2= , Rahul Dave a =C3=A9crit=C2=A0:
Hi Folks,

I'm trying to figure ou= t how to have pandoc put a span with class math or class math+display aroun= d math but not do anything inline.

Here is my mark= down fragment:

=E2=9E=9C=C2=A0 Blogs cat a.md=
<= span style=3D"color:#606">Inline $= \alpha = +\beta$ is good...

$$
Sensitivity \equiv TPR =3D \frac{TP}{OP} = =3D P(T= + | D+) =C2=A0=3D 0.938
$$


$= $
Specificity \equiv TNR =3D \,\,\frac{TN}{ON}= =3D \,\,P(T- | D-)
$$



<= br>Thus= , (given no $disease$ you either test positive <= span style=3D"color:#008">or negative):

<= br>$$ Specificity =3D 1 - P<= /span>(T+ | D-) =3D 0.956 $$




= Solving= for th= e probability of a positive test,<= span style=3D"color:#000"> we get<= span style=3D"color:#660">:


$$=
P(T= + | D-) =3D 1 - 0.956 =3D 0.044
$$




Here is simple output:
=
=E2=9E=9C=C2=A0 Blogs pandoc=C2=A0 a.md -t html -f markdown
=
[WARNING] C= ould no= t convert TeX math '
=C2=A0 Sensitivity \equiv TPR =3D \frac{TP}{OP} =3D P(T+ | D+= ) =C2=A0=3D 0.938
=C2=A0 ',= rendering as<= /span> TeX
[WARNING] Could not convert TeX math '=
=C2=A0 Specificity \equiv TNR =3D \,\,\frac{TN}{ON} =3D \,\,P(T- | D-)<= br>=C2=A0 ', rendering as TeX
<p>Inline <span class=3D"math inline"><em>=CE=B1</em>=E2=80=85+=E2=80=85&= lt;em>=CE=B2</em></span> is good=E2=80=A6</p><= span style=3D"color:#000">
<p><br /><= span class=3D"math display">$$
<= span style=3D"color:#606">Sensitivity \equiv TPR= =3D \frac{TP<= span style=3D"color:#660">}{OP} =3D P(T+ | D+) =C2=A0=3D 0.938
$$</span><br /></p>
<p><br /><= span cl= ass=3D&= quot;math display">$$
Specificity \equiv TNR =3D \,\,\frac{TN}{ON} =3D \,\,P(T- | D-)$$</span><br /></p>
<p>Thus, (given no <span class=3D"math inline&q= uot;><em>d</em><em>i</em><em>s<= span style=3D"color:#660"></em><= em>e</em><em>a</em><em>s</<= /span>em>&l= t;em>= ;e<<= /span>/em></span> you either test positive or<= span style=3D"color:#000"> negative):<= /p><= /span>
<= p><br /><span class=3D"math display"><em<= /span>>S</em>= ;<em>p</em><em>e</em><em>c&= lt;/em&= gt;<em>i= </em><em>f</em><em>= i</em><em>c</em><em>i</em><em>t</em= ><em>= y</e= m>=E2=80=84=3D=E2=80=841=E2=80=85=E2=88=92=E2=80=85<em>P</em>(<<= /span>em>T</em>=E2=80=85+=E2=80=85|<em>D</em>=E2= =80=85=E2=88=92=E2=80=85)=E2=80=84=3D=E2=80=840.956</span><br /></<= span style=3D"color:#000">p>
<p>Solving for the pr= obability of a positive test, we get:</p>
<p><br /><= span cl= ass=3D&= quot;math display"><em>P</em>(<em>T</em>=E2=80=85+=E2=80=85|<= em><= span style=3D"color:#000">D</em>=E2=80=85=E2=88=92=E2=80=85)=E2=80=84=3D=E2= =80=841=E2=80=85=E2=88=92=E2=80=850.956=E2=80=84=3D=E2=80=840.044</span><= br />= ;</p= >



You can see that pandoc reaches i= nside and puts "ems". Same thing with=C2=A0pandoc=C2=A0 a.md -t h= tml -f markdown+tex_math_dollars.

If i use gfm for= example, this goes away, but then pandoc still reaches in and replaces \, = (backslash comma) by comma. Happens with and without raw tex

=
=E2=9E=9C=C2=A0 Blogs pandoc=C2=A0 a.md -t html -f gfm+raw_= tex
<p>Inline $\alpha +\bet= a$ is good...</p>
<p>$$ Sensitivity \equiv TPR =3D \frac{TP}{OP} =3D P(T+ = | D+) =3D 0.938 $$</p>
<p>= $$ Specificity \equiv TNR =3D ,,\frac{TN}{ON} = =3D ,,P(T- | D-) $$</p>
<p>Thus, (given no $disease$ you either test posit= ive or negative):</p>
<p><= span style=3D"color:#000">$$ Specificity =3D 1 - P(T+ | D-) =3D 0.956 $$</p>=
<p>Solving for the probability of a positive test, we get:</p>
= <p>$$ P(= T+ | D-) =3D 1 - 0.956 =3D 0.044 $$</p= >


Very confu= sed! Please help!


This is my versio= n:

=E2=9E=9C=C2=A0 Blogs pandoc -v
= pandoc 2.9.2.1
Compiled with pandoc-types 1.20, texmath 0.12.0.1,= skylighting 0.8.3.2
Default user data directory: /Users/rahul/.l= ocal/share/pandoc or /Users/rahul/.pandoc
Copyright (C) 2006= -2020 John MacFarlane
This is free software; see the so= urce for copying conditions.
There is no warranty, not even for m= erchantability or fitness
for a particular purpose.
Thanks!

Rahul



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