204 lines
4.5 KiB
Plaintext
204 lines
4.5 KiB
Plaintext
for thmenv <- @⟨theorem,lemma,exercise,definition,corollary,example⟩
|
|
for thmprefix <- @⟨@thmenv:thm,lem,exe,def,cor,exa⟩
|
|
|
|
block auto !math start
|
|
for env <- @⟨$1,enumerate,itemize,align*⟩
|
|
|
|
string @⟨@env:begin,olist,ulist,dm⟩
|
|
name @⟨@env:environment,ordered list,unordered list,display math⟩
|
|
snip
|
|
\begin{@env}
|
|
$0
|
|
\end{@env}
|
|
|
|
string proof
|
|
snip
|
|
\begin{proof}$?1⟨[Proof of @^⟨$1⟩]⟩
|
|
$0
|
|
\end{proof}
|
|
|
|
string ciff
|
|
name cases for ⟺
|
|
snip
|
|
\begin{enumerate}
|
|
\item[$\implies$]$1,
|
|
\item[$\impliedby$]$2,
|
|
\end{enumerate}
|
|
$0
|
|
|
|
string item
|
|
snip \item$|1⟨,[$1] $0⟩
|
|
|
|
block text
|
|
string ref
|
|
snip \ref{$1}$0
|
|
string r@thmprefix
|
|
snip \ref{@thmprefix:$1}$0
|
|
|
|
string pref
|
|
snip (\ref{$1})$0
|
|
string pr@thmprefix
|
|
snip (\ref{@thmprefix:$1})$0
|
|
|
|
string quote
|
|
snip ``$1''$0
|
|
string forcecr
|
|
snip {\ \\\\}
|
|
|
|
pattern ([Ll]et)
|
|
name definition
|
|
snip @1 \$$1 = $2\$
|
|
|
|
block auto
|
|
string im
|
|
name inline math
|
|
snip \$$1\$$0
|
|
|
|
block math
|
|
for shorthand <- @⟨sum,prod⟩
|
|
for symbol <- @⟨@shorthand:sigma,pi⟩
|
|
for operation <- @⟨@shorthand:sum,product⟩
|
|
string b@shorthand
|
|
name @symbol @operation
|
|
desc Write out a @operation using big @symbol notation
|
|
snip \\@symbol{$|1⟨$1 = $2,$1⟩}^$|2⟨{$2},\infty$2⟩ $0
|
|
|
|
for matkind <- @⟨matrix,determinant⟩
|
|
for matenv <- @⟨@matkind:bmatrix,vmatrix⟩
|
|
for shorthand <- @⟨@matkind:mat,det⟩
|
|
|
|
string 2@shorthand
|
|
name 2x2 @matkind
|
|
snip
|
|
\begin{@matenv}
|
|
$1 & $2 \\\\
|
|
$3 & $4
|
|
\end{@matenv}
|
|
|
|
string 3@shorthand
|
|
name 3x3 @matkind
|
|
snip
|
|
\begin{@matenv}
|
|
$1 & $2 & $3 \\\\
|
|
$4 & $5 & $6 \\\\
|
|
$7 & $8 & $9
|
|
\end{@matenv}
|
|
|
|
for operator <- @⟨eq,neq,leq,geq,lt,gt⟩
|
|
for symbol <- @⟨@operator:=,\neq,\leq,\geq,<,>⟩
|
|
|
|
block auto
|
|
string a@operator
|
|
name align at @operator
|
|
snip &@symbol $0
|
|
|
|
block auto start
|
|
string al@operator
|
|
name aligned @operator
|
|
snip
|
|
\\\\ $1 &@symbol $2
|
|
$0
|
|
|
|
string cr@operator
|
|
name start with @operator
|
|
snip \\\\&@symbol $0
|
|
|
|
block start
|
|
string eqsystem
|
|
name system of equations
|
|
snip
|
|
\left\{
|
|
\begin{array}{rl}
|
|
$0
|
|
\end{array}
|
|
\right\}
|
|
|
|
block end
|
|
for suffix <- @⟨add,sub,rmul,pow,inv⟩
|
|
string ex@suffix
|
|
snip
|
|
&& \lrb{\square @⟨@suffix:
|
|
+ $1,
|
|
- $1,
|
|
\cdot $1,
|
|
^{$1},
|
|
^{-1},
|
|
⟩}$0
|
|
|
|
for prefix <- @⟨neg,mul,ln⟩
|
|
string ex@prefix
|
|
snip && \lrb{@⟨@prefix:-,$1,\ln⟩ \square}$0
|
|
|
|
string exdiv
|
|
snip && \lrb{\frac \square {$1}}$0
|
|
string exint
|
|
snip && \lrb{\int\square \dif $1}$0
|
|
string exdint
|
|
snip && \lrb{\int_{$1}^{$2}\square \dif $3}$0
|
|
|
|
for kind <- @⟨texpl,extrin,exbound,exdef⟩
|
|
string @kind
|
|
snip
|
|
&& \lrb{\text{@⟨@kind:
|
|
$1,
|
|
triangle inequality on $$1$,
|
|
$$1$ is bounded,
|
|
definition of $$1$,
|
|
⟩}}$0
|
|
|
|
block auto
|
|
for constant <- @⟨star,delta,Delta,pi,tau,psi,phi,rho,sigma,alpha,beta,theta,gamma,omega,Omega⟩
|
|
string @constant
|
|
snip \\@constant
|
|
|
|
for shortconstant <- @⟨eps,lam⟩
|
|
string @shortconstant
|
|
snip \\@⟨@shortconstant:epsilon,lambda⟩
|
|
|
|
for operator <- @⟨overline,hat,abs,norm,prob,diprod,sin,cos,sqrt,ln,lrb,zmod⟩
|
|
string @operator
|
|
snip \\@operator$|1⟨{$1}, $0⟩
|
|
|
|
for bioperator <- @⟨iprod,frac,binom⟩
|
|
string @bioperator
|
|
snip \\@bioperator$|1⟨ $1,{$1}⟩$|2⟨ $2,{$2}⟩ $0
|
|
|
|
string set
|
|
desc Create a set by escaping the brackets
|
|
snip \{$1\}
|
|
|
|
pattern e([%a%d])
|
|
name auto exponent
|
|
snip ^@0
|
|
|
|
pattern s([%a%d])
|
|
name auto subscript
|
|
snip _@0
|
|
|
|
pattern (\?[%a]+)(%d)
|
|
name auto digt subscript
|
|
snip @0_@1
|
|
|
|
string ss
|
|
name subscript
|
|
snip _{$1}$0
|
|
|
|
string ee
|
|
name exponent
|
|
snip ^{$1}$0
|
|
|
|
for limtarget <- @⟨anything,zero,infinity,negative infinity⟩
|
|
for prefix <- @⟨@limtarget:,z,i,n⟩
|
|
for limtargetsymbol <- @⟨@limtarget:$2,0,\infty,-\infty⟩
|
|
string @prefix⋄lim
|
|
name limit to @limtarget
|
|
snip \lim_{$1 \to @limtargetsymbol} $0
|
|
|
|
string dint
|
|
name definite integral
|
|
snip \int_{$|1⟨$1,-\infty$1⟩}^$|2⟨{$2},\infty$2⟩ $3 \dif $0
|
|
|
|
string iint
|
|
name indefinite integral
|
|
snip \int $1 \dif $0
|