MathML examples

David Carlisle davidc@nag.co.uk

PRESENTATION MathML

mtext, mspace, and mi elements

ab c

ms element

one two three

frac sqrt and root elements

\frac{a}{b} \sqrt{a b c} \sqrt[6]{a} x c

msub inside msup

{x_{1}}^{2}

msubsup

x_{1}^{2}

mmultiscripts

{}_{aaa}^{ddd}A_{111}^{222}^{444}_{555}

a33 xyz

mfenced

(\frac{a}{b}]

msqrt

\sqrt{\frac{2 π}{κ} (1, -, β, 2, /, 2)}

greek

&delta

example 3.4.3

\int_{0}^{1} ⅇ^{x} ⅆ x

mfenced

[\frac{a}{b}]

mtext and entities

Complex&Space;numbers&Space;here &Copf ⅇ

Tables

example 3.5.1, but using fence

(\begin{matrix} 1 & 0 & 0 \\ 0 & 1 & 0 \\ 0 & 0 & 1 \end{matrix})

semantics with presentation mml in first arg, from 2.2.3

\int_{0}^{t} \frac{ⅆ x}{x}

content mml as first arg, presentation in MathML-Presentation, from 2.2.3

x 0 t 1 x

semantics example from 4.2.6

0.269736842105263157894736842105263157894\ldots

CONTENT MathML

naray reln (extended version of example 4.2.4)

a b c d

x

x y

x x 3

set 4.4.6.1

b a c

x x 5

list 4.4.6.2

x x 5

Union 4.4.6.3

A B

sum 4.4.7.1

sum

x a b f x

bvar product 4.4.7.2

x a b f x

condition (/bvar missing in report)

x x B f x

x 0 x

x x a x

Stastics 4.4.9

X

X

X $X$ $X$ 4.4.10 vector $123 x$ 4.4.10.5 transpose $A$ 4.4.1.1 cn note quotes around base. $12345.7$ $12345.7$ $12345$ $AB3$ $12342 2342342$ $12.3 5$ $2 3.1415$ $π$ 4.4.2.4 interval $a b$ $a b$ matrix 4.4.10.1 $010001100$ compose 4.4.2.10 $f g h$ compose inverse and id 4.4.2.11 $f f$ factorial 4.4.3.3 $n$ divide $a b$ max 4.4.3.5 $x x B x 2$ rem 4.4.3.10 $a b$ times 4.4.3.10 $a b$ root 4.4.3.11 $n a$ gcd 4.4.3.12 $a b c$ forall 4.4.3.18 $x x x 0$ forall again (power missing from report) $p q p Q q Q p q p q 2$ and the third example (closing tag of apply missing) and equation messed up $n n Z n 0 x y z x Z y Z z Z x n y n z n$ exists 4.4.3.19 $x f x 0$ abs 4.4.3.20 $x$ conjugate 4.4.3.2.1 missing / $x ⅈ y$ log 4.4.5.2 $x$ $3 x$ diff 4.4.5.4 $x f x$ diff with degree? $x 2 f x$ partial diff 4.4.5.5 ( bvar and ci closed) $x 2 y f x y$ lambda 4.4.2.9 (fixed example) $b x a b f x$ binary reln, example 4.4.4.2 $a b$ naray reln (extended version of example 4.2.4) $a b c d$