lattice
1
1
Lattice - * depricated *
0 0 T %001
array
1
1
Array Template - skeleton definition
0 0 T %001
matrix
1
1
Matrix Template - skeleton definition
0 0 T %001
det
2
2
Determinant Template - skeleton definition
0 0 T %001
0 1 T %002
1 0 T %003
1 1 T %004
dblint
3
7
Double integral
0 0 T *$inttop.
1 0 W *$intmid.
2 0 T *$intbot.
0 1 T %003
0.8 T L
2 1 T %002 0.8
B L
0 2 T *$inttop.
1 2 W *$intmid.
2 2 T *$intbot.
0 3 T %005
0.8 2 T L
1 3 B 10
2 3 T %004
0.8 2 B L
1 4 X %001
1 5 B 5
1 6 T %006
int
3
5
Integral
0 0 T *$inttop.
0 1 T %003
0.8 2 T L
1 0 W *$intmid.
1 1 B 10
1 2 X %001
1 3 B 5
1 4 T %004
2 0 T *$intbot.
2 1 T %002
0.8 2 B L
circint
3
5
Circular Integral
0 0 T *$inttop.
0 1 T %003
0.8 2 T L
1 0 T *$intmid.*$br.O*$br.*$intmid.
lineHeight:50%
1 1 B 10
1 2 X %001
1 3 B 5
1 4 T %004
2 0 T *$intbot.
2 1 T %002
0.8 2 B L
sum
3
3
Summation (Sigma) with limits
0 0 T %003 0.8 B
1 0 S *$sum.
0 1 B 10
1 2 X %001
2 0 T %002 0.8 T
prod
3
3
Product (Pi) with limits
0 0 T %003 0.8 B
1 0 S *$prod.
0 1 B 10
1 2 X %001
2 0 T %002 0.8 T
union
3
3
Union of Sets
0 0 T %003 0.8 B
1 0 S *$union. 1.8
0 1 B 10
1 2 X %001
2 0 T %002 0.8 T
intersect
3
3
Intersection of Sets
0 0 T %003 0.8 B
1 0 S *$intersect. 1.8
0 1 B 10
1 2 X %001
2 0 T %002 0.8 T
oplus
3
3
Intersection of Sets
0 0 T %003 0.8 B
1 0 S *$oplus. 1.5
0 1 B 10
1 2 X %001
2 0 T %002 0.8 T
fract
3
3
Fraction
0 0 B 3
0 1 X %001 B
1 1 H -
2 1 X %002 T
0 2 B 3
cfrac
3
4
Continued Fraction Element
0 0 B 3
0 1 X %001 B
0 2 X %002 B L
0 3 B 3
1 2 H -
2 1 W
2 2 X %003 T
comb
2
3
Combination
0 0 T *$rndbltop.
0 1 X %001 C
0 2 T *$rndbrtop.
1 0 W *$rndblbot.
1 1 X %002 C
1 2 W *$rndbrbot.
rndb
3
3
Round Brackets
0 0 T *$rndbltop.
0 1 X %001 3
0 2 T *$rndbrtop.
1 0 W *$rndblmid.
1 2 W *$rndbrmid.
2 0 T *$rndblbot.
2 2 T *$rndbrbot.
rightrnd
3
2
Right Round Bracket
0 0 X %001 3
0 1 T *$rndbrtop.
1 1 W *$rndbrmid.
2 1 T *$rndbrbot.
sqrb
3
3
Square Brackets
0 0 T *$sqrbltop.
0 1 X %001 3
0 2 T *$sqrbrtop.
1 0 W *$sqrblmid.
1 2 W *$sqrbrmid.
2 0 T *$sqrblbot.
2 2 T *$sqrbrbot.
angb
1
3
Angled Brackets
0 0 S *$angbl. R
0 1 X %001
0 2 S *$angbr.
detOf
1
3
Determinant of. (used by Mathyma for det function)
0 0 W *$sqrblmid.
0 1 X %001
0 2 W *$sqrbrmid.
mod
1
3
Modulus
0 0 W *$vdash.
0 1 X %001
0 2 W *$vdash.
abs
1
3
Absolute Value
0 0 W *$vdash.
0 1 X %001
0 2 W *$vdash.
norm
1
3
Norm of a quantity
0 0 W *$vdash.*$vdash. R
0 1 X %001
0 2 W *$vdash.*$vdash.
lim
2
3
Limit of a sequence
0 0 T limit
1 0 T %002 0.8
0 1 B 5
0 2 X %001 2
script
3
3
Pre- and post- super- and sub- scripts
0 1 X %001 3
0 0 T %002 1 T
2 0 T %003 1 B
0 2 T %004 1 T
2 2 T %005 1 B
hat
1
1
hat (^)
0 0 X
*$min.*$br.%001*$br.*$nbsp.
B lineHeight:70%
est
1
1
estimator (^) (statistics)
0 0 X
*$min.*$br.%001*$br.*$nbsp.
B lineHeight:70%
circle
1
1
circle (o)
0 0 X
*$br.*$circle.*$br.%001*$br.*$nbsp.
B lineHeight:50%
deriv
1
1
1st derivative (dot notation)
0 0 X
*$dot.*$br.%001*$br.*$nbsp.
B lineHeight:70%
deriv2
1
1
2nd derivative (dot notation)
0 0 X
*$dot.*$dot.*$br.%001*$br.*$nbsp.
B
lineHeight:70%
zDgrmRight
3
1
Arrow right for diagram
0 0 X %001 B
1 0 T
*$hdash.*$hdash.*$hdash.*$rightarrow. M
2 0 X %002 T
zDgrmLeft
3
1
Arrow left for diagram
0 0 X %001 B
1 0 T
*$leftarrow.*$hdash.*$hdash.*$hdash. M
2 0 X %002 T
zDgrmHzLine
3
1
Horizontal line for diagram
0 0 X %001 B
1 0 T
*$hdash.*$hdash.*$hdash.*$hdash. M
2 0 X %002 T
zDgrmHzDbl
3
1
Two-way horizontal arrow for diagram
0 0 X %001 B
1 0 T
*$leftarrow.*$hdash.*$hdash.*$rightarrow. M
2 0 X %002 T
zDgrmDown
1
3
Arrow down for diagram
0 0 X %001 M
0 1 T
*$vdash.*$br.*$vdash.*$br.*$downarrow. M
0 2 X %002 M
zDgrmUp
1
3
Arrow up for diagram
0 0 X %001 M
0 1 T
*$min.*$br.*$vdash.*$br.*$vdash. M
0 2 X %002 M
zDgrmVtDbl
1
3
Two-way vertical arrow for diagram
0 0 X %001 M
0 1 T
*$min.*$br.*$vdash.*$br.*$max. M
0 2 X %002 M
zDgrmVtLine
1
3
Vertical line for diagram
0 0 X %001 M
0 1 T
*$vdash.*$br.*$vdash.*$br.*$vdash. M
0 2 X %002 M