Adobe FRAMEMAKER 10, Руководство пользователя, Страница: 197 / 294

ADOBE FRAMEMAKER 10
MIF Reference
192
<MathFullForm ` curl[char[x]]' >
<MathFullForm ` dagger[char[x]]' >
<MathFullForm ` dangle[char[x]]' >
<MathFullForm ` diff[char[x]]' >
<MathFullForm ` diver[char[x]]' >
<MathFullForm ` downbrace[char[x]]' >
<MathFullForm `exp[char[x]]'>
<MathFullForm ` exists[char[x]]' >
<MathFullForm ` fact[char[x]]' >
<MathFullForm ` floor[char[x]]' >
<MathFullForm ` forall[char[x]]' >
<MathFullForm ` id[char[x]]' >
<MathFullForm ` id[(*i1i*)char[x]]' >
<MathFullForm ` id[(*i2i*)char[x]]' >
<MathFullForm `imag[char[x]]'>
<MathFullForm ` ket[char[x]]' >
<MathFullForm ` lap[char[x]]' >
<MathFullForm `ln[char[x]]'>
<MathFullForm ` lparen[char[x]]' >
<MathFullForm ` lparen[(*i1i*)char[x]]' >
<MathFullForm ` lparen[(*i2i*)char[x]]' >
<MathFullForm ` minus[char[x]]' >
<MathFullForm ` mp[char[x]]' >
<MathFullForm ` neg[char[x]]' >
<MathFullForm ` norm[char[x]]' >
Example MathFullForm statement
x
∇×
x
†
x
 
x d
x
∇•
x
}
x exp
x
∃
x !
x
x
∀
x
( )
x
[ ]
x
{ }
x imag
x
|

x
∇
2
x ln
x
(
x
[
x
{
x –
x
+−
x
¬
x