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To toggle to the math mode, you must use the <m>…</m> tag. The math commands must be separated by a space character or surrounded by {}.
<m>x in bbR \ { 1; 2 }</m>
Mathematical Symbol input | Math publisher syntax | Math Jax Syntax | ||||
x+y | <m>x+y</m> | x+y | ||||
x-y | <m>x-y</m> | x−y | ||||
x*y | <m>x*y</m> | x∗y | ||||
x/y | <m>x/y</m> | x/y | ||||
x caret y | <m> x y / </m> | xy | ||||
x_y | <m>x_y</m> | xy | ||||
x<>y | <m>x<>y</m> | x<>y | ||||
x>y | <m>x>y</m> | x>y | ||||
x>=y | <m>x>=y</m> | x>=y | ||||
x<y | <m>x<y</m> | x<y | ||||
x⇐y | <m>x⇐y</m> | x⇐y | ||||
(x) | <m>(x)</m> | (x) | ||||
{x} | <m>{x}</m> | x | ||||
Space | ||||||
a~b | <m>a~b</m> | a b | ||||
Greek | ||||||
alpha | <m>alpha</m> | alpha | ||||
beta | <m>beta</m> | beta | ||||
gamma | <m>gamma</m> | gamma | ||||
delta | <m>delta</m> | delta | ||||
epsilon | <m>epsilon</m> | epsilon | ||||
varepsilon | <m>varepsilon</m> | varepsilon | ||||
zeta | <m>zeta</m> | zeta | ||||
eta | <m>eta</m> | eta | ||||
theta | <m>theta</m> | theta | ||||
vartheta | <m>vartheta</m> | vartheta | ||||
iota | <m>iota</m> | iota | ||||
kappa | <m>kappa</m> | kappa | ||||
lambda | <m>lambda</m> | lambda | ||||
mu | <m>mu</m> | mu | ||||
nu | <m>nu</m> | nu | ||||
xi | <m>xi</m> | xi | ||||
pi | <m>pi</m> | pi | ||||
varpi | <m>varpi</m> | varpi | ||||
rho | <m>rho</m> | rho | ||||
varrho | <m>varrho</m> | varrho | ||||
sigma | <m>sigma</m> | sigma | ||||
varsigma | <m>varsigma</m> | varsigma | ||||
tau | <m>tau</m> | tau | ||||
upsilon | <m>upsilon</m> | upsilon | ||||
phi | <m>phi</m> | phi | ||||
varphi | <m>varphi</m> | varphi | ||||
chi | <m>chi</m> | chi | ||||
psi | <m>psi</m> | psi | ||||
omega | <m>omega</m> | omega | ||||
Gamma | <m>Gamma</m> | Gamma | ||||
Lambda | <m>Lambda</m> | Lambda | ||||
Sigma | <m>Sigma</m> | Sigma | ||||
Psi | <m>Psi</m> | Psi | ||||
Delta | <m>Delta</m> | Delta | ||||
Xi | <m>Xi</m> | Xi | ||||
Upsilon | <m>Upsilon</m> | Upsilon | ||||
Omega | <m>Omega</m> | Omega | ||||
Theta | <m>Theta</m> | Theta | ||||
Pi | <m>Pi</m> | Pi | ||||
Phi | <m>Phi</m> | Phi | ||||
Symbols | ||||||
infty | <m>infty</m> | infty | ||||
in | <m>in</m> | in | ||||
notin | <m>notin</m> | notin | ||||
forall | <m>forall</m> | forall | ||||
exists | <m>exists</m> | exists | ||||
notexists | <m>notexists</m> | notexists | ||||
partial | <m>partial</m> | partial | ||||
approx | <m>approx</m> | approx | ||||
pm | <m>pm</m> | pm | ||||
inter | <m>inter</m> | inter | ||||
union | <m>union</m> | union | ||||
ortho | <m>ortho</m> | ortho | ||||
parallel | <m>parallel</m> | parallel | ||||
backslash | <m>backslash</m> | backslash | ||||
prime | <m>prime</m> | prime | ||||
wedge | <m>wedge</m> | wedge | ||||
vert | <m>vert</m> | vert | ||||
lbrace | <m>{</m> | { | ||||
rbrace | <m>}</m> | } | ||||
circ | <m>circ</m> | circ | ||||
varnothing | <m>varnothing</m> | varnothing | ||||
subset | <m>subset</m> | subset | ||||
notsubset | <m>notsubset</m> | notsubset | ||||
cdots | <m>cdots</m> | cdots | ||||
vdots | <m>vdots</m> | vdots | ||||
ddots | <m>ddots</m> | ddots | ||||
Arrows | ||||||
left | <m>left</m> | left | ||||
right | <m>right</m> | right | ||||
leftright | <m>leftright</m> | leftright | ||||
doubleleft | <m>doubleleft</m> | doubleleft | ||||
doubleright | <m>doubleright</m> | doubleright | ||||
doubleleftright | <m>doubleleftright</m> | doubleleftright | ||||
nearrow | <m>nearrow</m> | nearrow | ||||
searrow | <m>searrow</m> | searrow | ||||
Sets | ||||||
bbR | <m>bbR</m> | bbR | ||||
bbN | <m>bbN</m> | bbN | ||||
bbZ | <m>bbZ</m> | bbZ | ||||
bbC | <m>bbC</m> | bbC | ||||
Roots and Limits | ||||||
sqrt{a} | <m>sqrt{a}</m> | sqrta | ||||
root{n}{a} | <m>root{n}{a}</m> | rootna | ||||
lim{a}{x} | <m>lim{a}{x}</m> | limax | ||||
Big Operators | ||||||
int{a}{b}{x} | <m>int{a}{b}{x}</m> | intabx | ||||
doubleint{a}{b}{x} | <m>doubleint{a}{b}{x}</m> | doubleintabx | ||||
tripleint{a}{b}{x} | <m>tripleint{a}{b}{x}</m> | tripleintabx | ||||
oint{a}{b}{x} | <m>oint{a}{b}{x}</m> | ointabx | ||||
sum{a}{b}{x} | <m>sum{a}{b}{x}</m> | sumabx | ||||
prod{a}{b}{x} | <m>prod{a}{b}{x}</m> | prodabx | ||||
bigcup{a}{b}{x} | <m>bigcup{a}{b}{x}</m> | bigcupabx | ||||
bigcap{a}{b}{x} | <m>bigcap{a}{b}{x}</m> | bigcapabx | ||||
Delimiters | ||||||
---|---|---|---|---|---|---|
delim{[}{x}{]} | <m>delim{[}{x}{]}</m> | delim[x] | ||||
delim{]}{x}{]} | <m>delim{]}{x}{]}</m> | delim]x] | ||||
delim{[}{x}{[} | <m>delim{[}{x}{[}</m> | delim[x[ | ||||
delim{]}{x}{[} | <m>delim{]}{x}{[}</m> | delim]x[ | ||||
delim{lbrace}{x}{rbrace} | <m>delim{lbrace}{x}{rbrace}</m> | delimlbracexrbrace | ||||
delim{ | }{x}{ | } | <m>delim{ | }{x}{ | }</m> | delim|x| |
delim{vert}{x}{vert} | <m>delim{vert}{x}{vert}</m> | delimvertxvert |
Typical commands
- x+y : <m>x+y</m>
- x-y : <m>x-y</m>
- x*y : <m>x*y</m>
- x/y : <m>x/y</m>
- x^y : <m>x^y</m>
- x_y : <m>x_y</m>
- x<>y : <m>x<>y</m>
- x>y : <m>x>y</m>
- x>=y : <m>x>=y</m>
- x<y : <m>x<y</m>
- x⇐y : <m>x⇐y</m>
- (x) : <m>(x)</m>
- {x} : <m>{x}</m>
- Space
- a~b : <m>a~b</m>
Greek:
- alpha : <m>alpha</m>
- beta : <m>beta</m>
- gamma : <m>gamma</m>
- delta : <m>delta</m>
- epsilon : <m>epsilon</m>
- varepsilon : <m>varepsilon</m>
- zeta : <m>zeta</m>
- eta : <m>eta</m>
- theta : <m>theta</m>
- vartheta : <m>vartheta</m>
- iota : <m>iota</m>
- kappa : <m>kappa</m>
- lambda : <m>lambda</m>
- mu : <m>mu</m>
- nu : <m>nu</m>
- xi : <m>xi</m>
- pi : <m>pi</m>
- varpi : <m>varpi</m>
- rho : <m>rho</m>
- varrho : <m>varrho</m>
- sigma : <m>sigma</m>
- varsigma : <m>varsigma</m>
- tau : <m>tau</m>
- upsilon : <m>upsilon</m>
- phi : <m>phi</m>
- varphi : <m>varphi</m>
- chi : <m>chi</m>
- psi : <m>psi</m>
- omega : <m>omega</m>
- Gamma : <m>Gamma</m>
- Lambda : <m>Lambda</m>
- Sigma : <m>Sigma</m>
- Psi : <m>Psi</m>
- Delta : <m>Delta</m>
- Xi : <m>Xi</m>
- Upsilon : <m>Upsilon</m>
- Omega : <m>Omega</m>
- Theta : <m>Theta</m>
- Pi : <m>Pi</m>
- Phi : <m>Phi</m>
- Symbols:
- infty : <m>infty</m>
- in : <m>in</m>
- notin : <m>notin</m>
- forall : <m>forall</m>
- exists : <m>exists</m>
- notexists : <m>notexists</m>
- partial : <m>partial</m>
- approx : <m>approx</m>
- pm : <m>pm</m>
- inter : <m>inter</m>
- union : <m>union</m>
- ortho : <m>ortho</m>
- parallel : <m>parallel</m>
- backslash : <m>backslash</m>
- prime : <m>prime</m>
- wedge : <m>wedge</m>
- vert : <m>vert</m>
- lbrace : <m>{</m>
- rbrace : <m>}</m>
- circ : <m>circ</m>
- varnothing : <m>varnothing</m>
- subset : <m>subset</m>
- notsubset : <m>notsubset</m>
- cdots : <m>cdots</m>
- vdots : <m>vdots</m>
- ddots : <m>ddots</m>
- Arrows:
- left : <m>left</m>
- right : <m>right</m>
- leftright : <m>leftright</m>
- doubleleft : <m>doubleleft</m>
- doubleright : <m>doubleright</m>
- doubleleftright : <m>doubleleftright</m>
- nearrow : <m>nearrow</m>
- searrow : <m>searrow</m>
- Sets:
- bbR : <m>bbR</m>
- bbN : <m>bbN</m>
- bbZ : <m>bbZ</m>
- bbC : <m>bbC</m>
- Roots and Limits:
- sqrt{a} : <m>sqrt{a}</m>
- root{n}{a} : <m>root{n}{a}</m>
- lim{a}{x} : <m>lim{a}{x}</m>
- Big Operators:
- int{a}{b}{x} : <m>int{a}{b}{x}</m>
- doubleint{a}{b}{x} : <m>doubleint{a}{b}{x}</m>
- tripleint{a}{b}{x} : <m>tripleint{a}{b}{x}</m>
- oint{a}{b}{x} : <m>oint{a}{b}{x}</m>
- sum{a}{b}{x} : <m>sum{a}{b}{x}</m>
- prod{a}{b}{x} : <m>prod{a}{b}{x}</m>
- bigcup{a}{b}{x} : <m>bigcup{a}{b}{x}</m>
- bigcap{a}{b}{x} : <m>bigcap{a}{b}{x}</m>
- Delimiters:
- delim{[}{x}{]} : <m>delim{[}{x}{]}</m>
- delim{]}{x}{]} : <m>delim{]}{x}{]}</m>
- delim{[}{x}{[} : <m>delim{[}{x}{[}</m>
- delim{]}{x}{[} : <m>delim{]}{x}{[}</m>
- delim{lbrace}{x}{rbrace} : <m>delim{lbrace}{x}{rbrace}</m>
- delim{|}{x}{|} : <m>delim{|}{x}{|}</m>
- delim{vert}{x}{vert} : <m>delim{vert}{x}{vert}</m>
- Matrix:
- Syntax : matrix{num of lines}{num of columns}{first_element … last_element}
- matrix{2}{3}{a b c d e f g} : <m>matrix{2}{3}{a b c d e f g}</m>
- Tabular:
- Syntax : tabular{lines description}{columns description}{first_element … last_element}
- lines : sequence of 1 (draw the horizontal line) or 0 (don't draw the horizontal line) - the length of the sequence=num of lines+1
- columns : sequence of 1 (draw the vertical line) or 0 (don't draw the vertical line) - the length of the sequence=num of columns+1
- tabular{111}{1111}{a b c d e f g} : <m>tabular{111}{1111}{a b c d e f g}</m>
- tabular{1001}{101}{1 2 3 4 5 6} : <m>tabular{1001}{101}{1 2 3 4 5 6}</m>
- Constructions:
- vec{express} : <m>vec{express}</m>
- {express}under{foo} : <m>{express}under{foo}</m>
- {express}over{foo} : <m>{express}over{foo}</m>
- overline{express} : <m>overline{express}</m>
- underline{express} : <m>underline{express}</m>
- hat{express} : <m>hat{express}</m>
<m> mu </m>
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