texlive[50505] Master/texmf-dist: firamath-otf (21mar19)
commits+karl at tug.org
commits+karl at tug.org
Thu Mar 21 21:46:35 CET 2019
Revision: 50505
http://tug.org/svn/texlive?view=revision&revision=50505
Author: karl
Date: 2019-03-21 21:46:35 +0100 (Thu, 21 Mar 2019)
Log Message:
-----------
firamath-otf (21mar19)
Modified Paths:
--------------
trunk/Master/texmf-dist/doc/fonts/firamath-otf/Changes
trunk/Master/texmf-dist/doc/fonts/firamath-otf/README.md
trunk/Master/texmf-dist/doc/fonts/firamath-otf/firamath-otf-doc.pdf
trunk/Master/texmf-dist/doc/fonts/firamath-otf/firamath-otf-doc.tex
trunk/Master/texmf-dist/tex/latex/firamath-otf/firamath-otf.sty
Modified: trunk/Master/texmf-dist/doc/fonts/firamath-otf/Changes
===================================================================
--- trunk/Master/texmf-dist/doc/fonts/firamath-otf/Changes 2019-03-21 20:45:44 UTC (rev 50504)
+++ trunk/Master/texmf-dist/doc/fonts/firamath-otf/Changes 2019-03-21 20:46:35 UTC (rev 50505)
@@ -1 +1,2 @@
+0.02 2019-03-21 - fix for missing weight defaultn
0.01 2018-09-17 - first CTAN version
Modified: trunk/Master/texmf-dist/doc/fonts/firamath-otf/README.md
===================================================================
--- trunk/Master/texmf-dist/doc/fonts/firamath-otf/README.md 2019-03-21 20:45:44 UTC (rev 50504)
+++ trunk/Master/texmf-dist/doc/fonts/firamath-otf/README.md 2019-03-21 20:46:35 UTC (rev 50505)
@@ -6,6 +6,6 @@
% Either version 1.3 or, at your option, any later version.
%
%
-% Copyright 2018 Herbert Voss hvoss at tug.org
+% Copyright 2019- Herbert Voss hvoss at tug.org
%
Modified: trunk/Master/texmf-dist/doc/fonts/firamath-otf/firamath-otf-doc.pdf
===================================================================
(Binary files differ)
Modified: trunk/Master/texmf-dist/doc/fonts/firamath-otf/firamath-otf-doc.tex
===================================================================
--- trunk/Master/texmf-dist/doc/fonts/firamath-otf/firamath-otf-doc.tex 2019-03-21 20:45:44 UTC (rev 50504)
+++ trunk/Master/texmf-dist/doc/fonts/firamath-otf/firamath-otf-doc.tex 2019-03-21 20:46:35 UTC (rev 50505)
@@ -1,9 +1,10 @@
-%% $Id: firamath-otf-doc.tex 809 2018-09-17 06:58:43Z herbert $
+%% $Id: firamath-otf-doc.tex 831 2018-11-05 19:10:05Z herbert $
\listfiles
\documentclass[english,log-declarations=false]{article}
\usepackage{amsmath,esvect}
\usepackage{FiraSans}
-\usepackage{FiraMono}
+\setmonofont{FiraMono}[ Numbers = {Monospaced},
+ Scale=MatchUppercase,FakeStretch=0.93]
\usepackage[fakebold]{firamath-otf}
\usepackage{babel}
\usepackage{booktabs}
@@ -242,6 +243,8 @@
\renewcommand\familydefault{\sfdefault}
+\DeclareMathOperator{\Div}{\symup{div}}
+\DeclareMathOperator{\Grad}{\symup{grad}}
@@ -296,24 +299,25 @@
\newcommand\uppartial{\symup{\partial}}
\newcommand*\diff{\mathop{}\!\symup{d}}
\newcommand*\<{\negthickspace}
-\newcommand*\TT{{\setBold\symup{T}\unsetBold}}
-\def\DD{{\setBold\symup{D}\unsetBold}}
+\newcommand*\TT{\symbf{\symup{T}}}
+\def\DD{\symbf{\symup{D}}}
+
\subsection{Version normal}
\begin{align}
\begin{aligned}
- \Q{\varrho}{t}+\symup{div}(\varrho\vec{v}) &= 0 \\
- \varrho\Q{\vec{v}}{t}+(\varrho\vec{v}\cdot\nabla)\vec{v} &= \vec{f}_0+\symup{div}\TT=\vec{f}_0
- -\symup{grad}p+\symup{div}\TT' \\
+ \Q{\varrho}{t}+\Div(\varrho\vec{v}) &= 0 \\
+ \varrho\Q{\vec{v}}{t}+(\varrho\vec{v}\cdot\nabla)\vec{v} &= \vec{f}_0+\Div\TT=\vec{f}_0
+ -\Grad p+\Div\TT' \\
\varrho T\frac{\diff s}{\diff t} &= \varrho\frac{\diff e}{\diff t}
- -\frac{p}{\varrho}\frac{\diff\varrho}{\diff t}=-\symup{div}\vec{q}+\TT':\DD
+ -\frac{p}{\varrho}\frac{\diff\varrho}{\diff t}=-\Div\vec{q}+\TT':\DD
\end{aligned}
\end{align}
\begin{align}
- \Q{}{t}\iiint\<\varrho\diff^3V+\oiint\varrho(\vec{v}\cdot\vec{v}ec{n})\diff^2A &= 0\\
+ \Q{}{t}\iiint\<\varrho\diff^3V+\oiint\varrho(\vec{v}\cdot\vec{v}\vec{n})\diff^2A &= 0\\
\Q{}{t}\iiint\<\varrho\vec{v}\diff^3V+\oiint\varrho\vec{v}(\vec{v}\cdot\vec{n}\,)\diff^2A &=
\iiint\<f_0\diff^3V+\oiint\vec{n}\cdot\TT\diff^2A \\
\Q{}{t}\iiint\<\left(\half v^2+e\right)\varrho\diff^3V+\oiint\left(\half v^2+e\right)
@@ -326,23 +330,24 @@
\subsection{Version bold}
-The bold characters are created with the optional argument \texttt{fakebold} which loads the
+The bold characters are created with the %\texttt{FiraMath-Bold.otf}.
+optional argument \texttt{fakebold} which loads the
package \texttt{xfakebold} which writes some information into the created PDF to get bold
characters. For more informations see the documentation of \texttt{xfakebold}.
-\setBold
+\mathversion{bold}
\begin{align}
- \Q{}{t}\iiint\<\varrho\diff^3V+\oiint\varrho(\vec{v}\cdot\vec{v}ec{n})\diff^2A &= 0\\
+ \Q{}{t}\iiint\<\varrho\diff^3V+\oiint\varrho(\vec{v}\cdot\vec{v}\vec{n})\diff^2A &= 0\\
\Q{}{t}\iiint\<\varrho\vec{v}\diff^3V+\oiint\varrho\vec{v}(\vec{v}\cdot\vec{n}\,)\diff^2A &=
\iiint\<f_0\diff^3V+\oiint\vec{n}\cdot\symup{T}\diff^2A \\
\Q{}{t}\iiint\<\left(\half v^2+e\right)\varrho\diff^3V+\oiint\left(\half v^2+e\right)
\varrho\left(\vec{v}\cdot\vec{n}\,\right)\diff^2A & =\\
- \multispan2{\hfill${\displaystyle-\oiint\left(\vec{q}\cdot\vec{v}ec{n}\right)\diff^2A+
+ \multispan2{\hfill${\displaystyle-\oiint\left(\vec{q}\cdot\vec{v}\vec{n}\right)\diff^2A+
\iiint\<\left(\vec{v}\cdot\vec{f}_0\right)\diff^3V+\oiint\left(\vec{v}
\cdot\vec{n}~\symup{T}\right)\diff^2A}$}.\nonumber
\end{align}
-\unsetBold
+\mathversion{normal}
\iffalse
\section{The thin weight}
@@ -354,11 +359,11 @@
\begin{align}
\begin{aligned}
- \Q{\varrho}{t}+\symup{div}(\varrho\vec{v}) &= 0 \\
- \varrho\Q{\vec{v}}{t}+(\varrho\vec{v}\cdot\nabla)\vec{v} &= \vec{f}_0+\symup{div}\TT=\vec{f}_0
- -\symup{grad}p+\symup{div}\TT' \\
+ \Q{\varrho}{t}+\div(\varrho\vec{v}) &= 0 \\
+ \varrho\Q{\vec{v}}{t}+(\varrho\vec{v}\cdot\nabla)\vec{v} &= \vec{f}_0+\div\,\TT=\vec{f}_0
+ -\grad p+\div\TT' \\
\varrho T\frac{\diff s}{\diff t} &= \varrho\frac{\diff e}{\diff t}
- -\frac{p}{\varrho}\frac{\diff\varrho}{\diff t}=-\symup{div}\vec{q}+\TT':\DD
+ -\frac{p}{\varrho}\frac{\diff\varrho}{\diff t}=-\div\vec{q}+\TT':\DD
\end{aligned}
\end{align}
@@ -410,12 +415,12 @@
\end{align}
\begin{align}
- \Q{}{t}\iiint\<\varrho\diff^3V+\oiint\varrho(\vec{v}\cdot\vec{v}ec{n})\diff^2A &= 0\\
+ \Q{}{t}\iiint\<\varrho\diff^3V+\oiint\varrho(\vec{v}\cdot\vec{n})\diff^2A &= 0\\
\Q{}{t}\iiint\<\varrho\vec{v}\diff^3V+\oiint\varrho\vec{v}(\vec{v}\cdot\vec{n}\,)\diff^2A &=
\iiint\<f_0\diff^3V+\oiint\vec{n}\cdot\TT\diff^2A \\
\Q{}{t}\iiint\<\left(\half v^2+e\right)\varrho\diff^3V+\oiint\left(\half v^2+e\right)
\varrho\left(\vec{v}\cdot\vec{n}\,\right)\diff^2A & =\\
- \multispan2{\hfill${\displaystyle-\oiint\left(\vec{q}\cdot\vec{v}ec{n}\right)\diff^2A+
+ \multispan2{\hfill${\displaystyle-\oiint\left(\vec{q}\cdot\vec{n}\right)\diff^2A+
\iiint\<\left(\vec{v}\cdot\vec{f}_0\right)\diff^3V+\oiint\left(\vec{v}
\cdot\vec{n}~\TT\right)\diff^2A}$}.\nonumber
\end{align}
@@ -425,12 +430,12 @@
\setBold
\begin{align}
- \Q{}{t}\iiint\<\varrho\diff^3V+\oiint\varrho(\vec{v}\cdot\vec{v}ec{n})\diff^2A &= 0\\
+ \Q{}{t}\iiint\<\varrho\diff^3V+\oiint\varrho(\vec{v}\cdot\vec{n})\diff^2A &= 0\\
\Q{}{t}\iiint\<\varrho\vec{v}\diff^3V+\oiint\varrho\vec{v}(\vec{v}\cdot\vec{n}\,)\diff^2A &=
\iiint\<f_0\diff^3V+\oiint\vec{n}\cdot\symup{T}\diff^2A \\
\Q{}{t}\iiint\<\left(\half v^2+e\right)\varrho\diff^3V+\oiint\left(\half v^2+e\right)
\varrho\left(\vec{v}\cdot\vec{n}\,\right)\diff^2A & =\\
- \multispan2{\hfill${\displaystyle-\oiint\left(\vec{q}\cdot\vec{v}ec{n}\right)\diff^2A+
+ \multispan2{\hfill${\displaystyle-\oiint\left(\vec{q}\cdot\vec{n}\right)\diff^2A+
\iiint\<\left(\vec{v}\cdot\vec{f}_0\right)\diff^3V+\oiint\left(\vec{v}
\cdot\vec{n}~\symup{T}\right)\diff^2A}$}.\nonumber
\end{align}
@@ -445,161 +450,151 @@
\subsection{Digits}
\begin{itemize}
- \item Digits:
- \[ 0123456789 \]
- \item Proportional digits:
- \begingroup
- \mathversion{pnum}
- \[ 0123456789 \]
- \endgroup
- \item Bold digits (\verb|\symbf|):
- \[ \symbf{0123456789} \]
- \item Bold proportional digits (\verb|\symbf|):
- \begingroup
- \mathversion{pnum}
- \[ \symbf{0123456789} \]
- \endgroup
+ \item Digits: \hfill $ 0123456789 $
+ \item Proportional digits: \hfill\begingroup\mathversion{pnum} $ 0123456789 $ \endgroup
+ \item Bold digits (\verb|\symbf|): \hfill $ \symbf{0123456789} $
+ \item Bold proportional digits (\verb|\symbf|): \hfill \begingroup\mathversion{pnum}$\symbf{0123456789}$\endgroup
\end{itemize}
\subsection{Alphabets}
\begin{itemize}
- \item Latin letters (mathnormal):
- \[ \LatinAlphabets \latinAlphabets \]
+ \item Latin letters (mathnormal):\\
+ $ \LatinAlphabets \latinAlphabets $
- \item Latin upright letters (\verb|\symup|):
- \[ \symup{\LatinAlphabets} \symup{\latinAlphabets}\]
+ \item Latin upright letters (\verb|\symup|):\\
+ $ \symup{\LatinAlphabets} \symup{\latinAlphabets}$
- \item Latin typewriter letters (\verb|\symtt|):
- \[ \symtt{\LatinAlphabets} \symtt{\latinAlphabets} \]
- \item Latin bold letters (\verb|\symbf|):
- \[ \symbf{\LatinAlphabets} \symbf{\latinAlphabets}\]
- \item Latin bold upright letters (\verb|\symbfup|):
- \[ \symbfup{\LatinAlphabets} \symbfup{\latinAlphabets} \]
- \item Latin blackboard letters (\verb|\symbb|):
- \[ \symbb{\LatinAlphabets} \symbb{\latinAlphabets}\]
- % \[ \symbb{The\ quick\ brown\ fox\ jumps\ over\ the\ lazy\ dog.} \]
- % \[ \symbb{The\ Quick\ Brown\ Fox\ Jumps\ Over\ The\ Lazy\ Dog.} \]
- % \[ \symbb{THE\ QUICK\ BROWN\ FOX\ JUMPS\ OVER\ THE\ LAZY\ DOG.} \]
- \item Greek letters:
- \[ \GreekAlphabets \greekAlphabets \]
- \item Greek upright letters (\verb|\symup|):
- \[ \symup{\GreekAlphabets} \symup{\greekAlphabets}\]
- \item Greek bold letters (\verb|\symbf|):
- \[ \symbf{\GreekAlphabets}\symbf{\greekAlphabets} \]
- \item Greek bold upright letters (\verb|\symbfup|):
- \[ \symbfup{\GreekAlphabets} \symbfup{\greekAlphabets} \]
- \item Dotless letters:
- \[ \imath + \jmath + \symup{\imath} + \symup{\jmath} \]
+ \item Latin typewriter letters (\verb|\symtt|):\\
+ $ \symtt{\LatinAlphabets} \symtt{\latinAlphabets} $
+ \item Latin bold letters (\verb|\symbf|):\\
+ $ \symbf{\LatinAlphabets} \symbf{\latinAlphabets}$
+ \item Latin bold upright letters (\verb|\symbfup|):\\
+ $ \symbfup{\LatinAlphabets} \symbfup{\latinAlphabets} $
+ \item Latin blackboard letters (\verb|\symbb|):\\
+ $ \symbb{\LatinAlphabets} \symbb{\latinAlphabets}$
+ % $ \symbb{The\ quick\ brown\ fox\ jumps\ over\ the\ lazy\ dog.} $
+ % $ \symbb{The\ Quick\ Brown\ Fox\ Jumps\ Over\ The\ Lazy\ Dog.} $
+ % $ \symbb{THE\ QUICK\ BROWN\ FOX\ JUMPS\ OVER\ THE\ LAZY\ DOG.} $
+ \item Greek letters:\\
+ $ \GreekAlphabets \greekAlphabets $
+ \item Greek upright letters (\verb|\symup|):\\
+ $ \symup{\GreekAlphabets} \symup{\greekAlphabets}$
+ \item Greek bold letters (\verb|\symbf|):\\
+ $ \symbf{\GreekAlphabets}\symbf{\greekAlphabets} $
+ \item Greek bold upright letters (\verb|\symbfup|):\\
+ $ \symbfup{\GreekAlphabets} \symbfup{\greekAlphabets} $
+ \item Dotless letters:\\
+ $ \imath + \jmath + \symup{\imath} + \symup{\jmath} $
% \TopAccentMap{\symbf}{\imath\jmath}
% \TopAccentMap{\symup}{\imath\jmath}
\item Hebrew
- \[ \aleph + \beth + \gimel + \daleth \]
- \item Ligature (text):
+ $ \aleph + \beth + \gimel + \daleth $
+ \item Ligature (text):\\
{\firatext\LigatureText}
- \item Non-ligature (math):
- \[ \LigatureText + \symit{\LigatureText} + \symrm{\LigatureText} \]
- \item Miscellaneous:
- \[
+ \item Non-ligature (math):\\
+ $ \LigatureText + \symit{\LigatureText} + \symrm{\LigatureText} $
+ \item Miscellaneous:\\
+ $
\hslash
+ \mbox{\mathversion{hbar}$\hslash$}
+ \Angstrom
- \]
- \[ \forall x > x_0, \, \exists \delta, \delta \in \varnothing \]
+ $\\
+ $ \forall x > x_0, \, \exists \delta, \delta \in \varnothing $
\end{itemize}
\subsection{Equations test}
\begin{itemize}
- \item Basic:
- \[ 1 + 2 - 3 \times 4 \div 5 \pm 6 \mp 7 \dotplus 8 = -a \oplus b \otimes c \]
+ \item Basic:\\
+ $ 1 + 2 - 3 \times 4 \div 5 \pm 6 \mp 7 \dotplus 8 = -a \oplus b \otimes c $
\item Binary relations
- \[ x + - \oplus \otimes \ominus \odot \oslash \cdot \cdotp \times \div y \]
+ $ x + - \oplus \otimes \ominus \odot \oslash \cdot \cdotp \times \div y $
\item Set theory
- \[ A \cap B \cup C \sqcap D \sqcup R \cupleftarrow k \cupdot l \uplus m \]
- \[
+ $ A \cap B \cup C \sqcap D \sqcup R \cupleftarrow k \cupdot l \uplus m $\\
+ $
A \subset B \supset C \subseteq D \supseteq E \Subset F \Supset G
+ A \sqsubset B \sqsupset C \sqsubseteq D \sqsupseteq E
- \]
- \[
+ $\\
+ $
\complement_U A \cup \complement_C C
\subset \mbox{\mathversion{complement}$\complement_U A \cup \complement_C C$}
\in R \smallin Q \ni Z \smallni N
- \]
- \item Superscript and subscript:
- \[ 2^2 + 2^{2^2} + 2^{2^{2^2}} + {2^2}^2 + x_a + x_{a_i} + x_{a_{i_1}} \]
- \item Arrows:
- \[
+ $
+ \item Superscript and subscript:\\
+ $ 2^2 + 2^{2^2} + 2^{2^{2^2}} + {2^2}^2 + x_a + x_{a_i} + x_{a_{i_1}} $
+ \item Arrows:\\
+ $
x \leftarrow y \rightarrow z \leftrightarrow w
\nleftarrow y \nrightarrow z \nleftrightarrow w
\Leftarrow a = \Rightarrow b \Leftrightarrow c
\nLeftarrow a = \nRightarrow b \nLeftrightarrow c
- \]
- \[
+ $\\
+ $
x \uparrow y \downarrow z \updownarrow w
\Uparrow a \Downarrow b \Updownarrow c
- \]
- \[
+ $\\
+ $
p \nwarrow p \nearrow p \searrow p \swarrow p
\Nwarrow p \Nearrow p \Searrow p \Swarrow p
- \]
- \[
+ $\\
+ $
x \leftharpoonup x \leftharpoondown x
\upharpoonright x \upharpoonleft x
\rightharpoonup x \rightharpoondown x
\downharpoonright x \downharpoonleft x
- \]
- \[
+ $\\
+ $
A \longleftarrow B \longrightarrow C \longleftrightarrow D
\Longleftarrow E = \Longrightarrow F \Longleftrightarrow G
- \]
- \[
+ $\\
+ $
X \mapsfrom Y \mapsto Z \mapsup W \mapsdown P \Mapsfrom S \Mapsto R
- \]
- \[
+ $\\
+ $
M \longmapsfrom N \longmapsto O \Longmapsfrom K \Longmapsto L
- \]
- \[
+ $\\
+ $
f \rightleftarrows f \updownarrows f \leftrightarrows f \downuparrows
g \rightrightarrows g \upuparrows g \leftleftarrows g \downdownarrows
h \rightthreearrows h \leftthreearrows
p \leftrightharpoons p \rightleftharpoons
p \updownharpoonsleftright p \downupharpoonsleftright p
- \]
- \item Math accents:
+ $
+ \item Math accents:\\
\TopAccentMap{\symnormal}{x}
% \begin{itemize}
- % \item Latin capital letters:
+ % \item Latin capital letters:\\
% \TopAccentMap{\symnormal}{\LatinAlphabets}
- % \item Latin small letters:
+ % \item Latin small letters:\\
% \TopAccentMap{\symnormal}{\latinAlphabets}
- % \item Latin capital upright letters:
+ % \item Latin capital upright letters:\\
% \TopAccentMap{\symup}{\LatinAlphabets}
- % \item Latin small upright letters:
+ % \item Latin small upright letters:\\
% \TopAccentMap{\symup}{\latinAlphabets}
- % \item Latin capital bold letters:
+ % \item Latin capital bold letters:\\
% \TopAccentMap{\symbf}{\LatinAlphabets}
- % \item Latin small bold letters:
+ % \item Latin small bold letters:\\
% \TopAccentMap{\symbf}{\latinAlphabets}
- % \item Latin capital bold upright letters:
+ % \item Latin capital bold upright letters:\\
% \TopAccentMap{\symbfup}{\LatinAlphabets}
- % \item Latin small bold upright letters:
+ % \item Latin small bold upright letters:\\
% \TopAccentMap{\symbfup}{\latinAlphabets}
- % \item Greek capital letters:
+ % \item Greek capital letters:\\
% \TopAccentMap{\symnormal}{\GreekAlphabets}
- % \item Greek small letters:
+ % \item Greek small letters:\\
% \TopAccentMap{\symnormal}{\greekAlphabets}
- % \item Greek capital upright letters:
+ % \item Greek capital upright letters:\\
% \TopAccentMap{\symup}{\GreekAlphabets}
- % \item Greek small upright letters:
+ % \item Greek small upright letters:\\
% \TopAccentMap{\symup}{\greekAlphabets}
- % \item Greek capital bold letters:
+ % \item Greek capital bold letters:\\
% \TopAccentMap{\symbf}{\GreekAlphabets}
- % \item Greek small bold letters:
+ % \item Greek small bold letters:\\
% \TopAccentMap{\symbf}{\greekAlphabets}
- % \item Greek capital bold upright letters:
+ % \item Greek capital bold upright letters:\\
% \TopAccentMap{\symbfup}{\GreekAlphabets}
- % \item Greek small bold upright letters:
+ % \item Greek small bold upright letters:\\
% \TopAccentMap{\symbfup}{\greekAlphabets}
% \end{itemize}
\item Integral:
@@ -606,7 +601,7 @@
\[
\int_0^\pi \sin x \, \mathrm{d} x
= \int\limits_0^\pi \sin x \, \mathrm{d} x
- = \cos 0 - \cos\pi + C
+ = \cos 0 - \cos\pi=2
\]
\[
\int_{-\infty}^{+\infty} \mathrm{d} z
@@ -641,20 +636,20 @@
\coprod_{i=i}^\infty \frac{1}{x^i} = ?
\]
\item Huge operators (inline):
- $ \int\limits_0^\infty \int_0^\infty \iint \dd{x} \iiint \dd{y} \iiiint \dd{p}
+ \[ \int\limits_0^\infty \int_0^\infty \iint \dd{x} \iiint \dd{y} \iiiint \dd{p}
\oint \dd{r} \oiint \dd{\theta} \oiiint \dd{\varphi}
- \sum_{i=1}^\infty \prod_{j=i}^\infty \coprod_{i=i}^\infty $
+ \sum_{i=1}^\infty \prod_{j=i}^\infty \coprod_{i=i}^\infty \]
\item Huge operators (inline):
\begingroup
\mathversion{upintegral}
- $ \int\limits_0^\infty \int_0^\infty \iint \dd{x} \iiint \dd{y} \iiiint \dd{p}
+ \[ \int\limits_0^\infty \int_0^\infty \iint \dd{x} \iiint \dd{y} \iiiint \dd{p}
\oint \dd{r} \oiint \dd{\theta} \oiiint \dd{\varphi}
- \sum_{i=1}^\infty \prod_{j=i}^\infty \coprod_{i=i}^\infty $
+ \sum_{i=1}^\infty \prod_{j=i}^\infty \coprod_{i=i}^\infty \]
\endgroup
\item Fraction:
\[ \frac{1}{2} + \frac{1}{\frac{2}{3}+4} + \frac{\frac{1}{2}+3}{4} \]
\item Fraction (inline):
- $ \frac{1}{2} + \frac{1g}{2} + \frac{1}{\frac{2}{3}+4} + \frac{\frac{1}{2}+3}{4} $
+ \[ \frac{1}{2} + \frac{1g}{2} + \frac{1}{\frac{2}{3}+4} + \frac{\frac{1}{2}+3}{4} \]
\item Radical:
\[
\sqrt{2} + \sqrt{2^2} + \sqrt{1+\sqrt{2}} + \sqrt{1+\sqrt{1+\sqrt{3}}}
@@ -724,13 +719,17 @@
\left[ \vbox to 50pt {} \middle\Vert \right]
\left\{ \vbox to 50pt {} \middle\Vvert \right\}
\]
- \item More brackets:
+ \item More brackets:\\
\[
\lceil ceiling \rceil \quad
\lfloor floor \rfloor \quad
\lgroup group \rgroup
\]
- \item Bra-kets:
+ \item Bra-kets:\\
+ \renewcommand\ket[1]{\left\lvert{#1}\right\rangle}
+ \renewcommand\bra[1]{\left\langle{#1}\right\rvert}
+ \renewcommand\ip[2]{\left\langle{#1}\middle\vert{#2}\right\rangle}
+ \renewcommand\op[2]{\left\lvert{#1}\middle\rangle\middle\langle{#2}\right\rvert}
\[
\bra{x} + \ket{x} + \ip{\alpha}{\beta} + \op{\alpha^2}{\beta^2}
+ \bra{\frac{1}{2}} + \ket{\frac{1}{2}}
@@ -750,7 +749,7 @@
\biggl\lAngle \biggl\vert \biggl\rAngle \quad
\Biggl\lAngle \Biggl\vert \Biggl\rAngle
\]
- \item Matrices:
+ \item Matrices:\\
\[ \mqty(a & b \\ c & d) + \mqty*(a & b \\ c & d) \]
\[
\begin{pmatrix} \MatrixII \end{pmatrix} \quad
@@ -773,7 +772,7 @@
\begin{vmatrix} \MatrixIV \end{vmatrix} \quad
\begin{Vmatrix} \MatrixIV \end{Vmatrix}
\]
- \item Nablas:
+ \item Nablas:\\
\[ \nabla x + \grad{f} + \divergence{\symbf{u}} + \curl{\symbf{v}} \]
\[
\nabla \quad \symbf{\nabla} \quad
@@ -791,19 +790,18 @@
\[ \OverUnderline{\underbracket} \quad \underbracket {\ListText}_n \]
\[ \OverUnderline{\underbrace} \quad \underbrace {\ListText}_n \]
\item Primes
- \[ x' x'' x''' x'''' x` x^{x'} x^{x''} x^{x'''} x^{x''''} x^{x`} \]
+ \[ x' x'' x''' x'''' x^{x'} x^{x''} x^{x'''} x^{x''''} x^{x`} \]
\[ x \prime x \dprime x \trprime x \qprime \]
\[ x^{\prime} x^{\dprime} x^{\trprime} x^{\qprime} \] % the same as ', '' or ''' => ssty
- \begin{center}
- \firatext x\symbol{"2032} x\symbol{"2033} x\symbol{"2034} x' x'' x'''
- \end{center}
+% \begin{center}
+% \firatext x\symbol{"2032} x\symbol{"2033} x\symbol{"2034} x' x'' x'''
+% \end{center}
\end{itemize}
-\verb|\lim_{x\to\infty} \frac{1}{x^2} = 0|
-\[ \lim_{x\to\infty} \frac{1}{x^2} = 0 \]
+\verb|\lim\limits_{x\to\infty} \frac{1}{x^2} = 0| $ \lim\limits_{x\to\infty} \dfrac{1}{x^2} = 0 $
-\verb|\frac{\partial y(x)}{\partial x} = \frac{\mathrm{d}y(x)}{\mathrm{d}x} = y'(x)|
-\[ \frac{\partial y(x)}{\partial x} = \frac{\mathrm{d}y(x)}{\mathrm{d}x} = y'(x) \]
+\verb|\frac{\partial y(x)}{\partial x} = \frac{\symup{d}y(x)}{\symup{d}x} = y'(x)|
+\[ \frac{\partial y(x)}{\partial x} = \frac{\symup{d}y(x)}{\symup{d}x} = y'(x) \]
@@ -813,12 +811,8 @@
\def\ee{\mathrm{e}}
\def\ii{\mathrm{i}}
\def\bm{\symbf}
-\newcommand{\innerprod}[2]{\left\langle{#1}\middle\vert{#2}\right\rangle}
-\newcommand{\brakket}[3]{\left\langle{#1}\middle\vert{#2}\middle\vert{#3}\right\rangle}
-% \newcommand{\ket}[1]{\left\lvert{#1}\right\rangle}
-% \newcommand{\bra}[1]{\left\langle{#1}\right\rvert}
-% \newcommand{\ip}[2]{\left\langle{#1}\middle\vert{#2}\right\rangle}
-% \newcommand{\op}[2]{\left\lvert{#1}\middle\rangle\middle\langle{#2}\right\rvert}
+\newcommand\innerprod[2]{\left\langle{#1}\middle\vert{#2}\right\rangle}
+\newcommand\brakket[3]{\left\langle{#1}\middle\vert{#2}\middle\vert{#3}\right\rangle}
% \newcommand{\dd}{\,\mathrm{d}}
% \newcommand{\norm}[1]{\left\lVert{#1}\right\rVert}
Modified: trunk/Master/texmf-dist/tex/latex/firamath-otf/firamath-otf.sty
===================================================================
--- trunk/Master/texmf-dist/tex/latex/firamath-otf/firamath-otf.sty 2019-03-21 20:45:44 UTC (rev 50504)
+++ trunk/Master/texmf-dist/tex/latex/firamath-otf/firamath-otf.sty 2019-03-21 20:46:35 UTC (rev 50505)
@@ -1,4 +1,4 @@
-%% $Id: firamath-otf.sty 808 2018-09-17 06:52:53Z herbert $
+%% $Id: firamath-otf.sty 994 2019-03-21 09:42:36Z herbert $
%%
%% This file is distributed under the terms of the LaTeX Project Public
%% License from CTAN archives in directory macros/latex/base/lppl.txt.
@@ -8,7 +8,7 @@
% Copyright 2018 Herbert Voss hvoss at tug.org
%
\ProvidesPackage{firamath-otf}[%
- 2018/09/17 v. 0.01 (Herbert Voss) Supports fira math fonts for all luatex/xetex .]
+ 2019/03/21 v. 0.02 (Herbert Voss) Supports fira math fonts for all luatex/xetex .]
\RequirePackage{ifxetex,ifluatex,xkeyval,textcomp}
\RequirePackage{unicode-math}
@@ -18,6 +18,8 @@
\newif\iffiramath at tabular \firamath at tabulartrue
\newif\iffiramath at usefilenames \firamath at usefilenamesfalse
+\def\fira at weight{Regular}% default
+
\DeclareOptionX{fakebold}[true]{\@nameuse{firamath at fakebold#1}}
\DeclareOptionX{weight}[Regular]{\def\fira at weight{#1}}
\DeclareOptionX{lining}[true]{\@nameuse{firamath at lining#1}}
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