grid_tools
1.14.0
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Data Type Index
A
|
B
|
C
|
D
|
E
|
F
|
G
|
H
|
I
|
L
|
M
|
N
|
O
|
P
|
Q
|
R
|
S
|
T
|
U
|
W
|
X
|
Z
A
absv
(
pmat4
)
ahav
(
pfun
)
ahavh
(
pfun
)
atanh
(
pfun
)
avco
(
pmat2
)
axial
(
pmat4
)
axtoq
(
pmat4
)
axtorot
(
pmat4
)
B
bestesg_geo
(
pesg
)
bestesg_map
(
pesg
)
C
cad1b
(
pmat2
)
cad2b
(
pmat2
)
chol2
(
psym2
)
clipb
(
pmat2
)
corral
(
pmat4
)
cross_product
(
pmat4
)
csb1b
(
pmat2
)
csb2b
(
pmat2
)
ctoc_schm
(
pmat5
)
ctog
(
pmat5
)
ctogr
(
pmat5
)
ctoz
(
pmat4
)
D
det
(
pmat4
)
dfco
(
pmat2
)
dfco2
(
pmat2
)
diag
(
pmat4
)
dlltoxy
(
pmat4
)
E
eigensym2
(
psym2
)
expmat
(
pmat4
)
expsym2
(
psym2
)
expsym2d_e
(
psym2
)
expsym2d_t
(
psym2
)
F
frametwist
(
pmat5
)
G
gaulegh
(
pesg
)
gd
(
pfun
)
gdi
(
pfun
)
get_edges
(
pesg
)
get_meanq
(
pesg
)
get_qofv
(
pesg
)
get_qx
(
pesg
)
gram
(
pmat4
)
grtoc
(
pmat5
)
gtoc
(
pmat5
)
gtoframe
(
pmat5
)
gtoxm_ak_dd
(
pesg
)
gtoxm_ak_rr
(
pesg
)
guessak_geo
(
pesg
)
guessak_map
(
pesg
)
H
hav
(
pfun
)
hav
(
pmat4
)
havh
(
pfun
)
hgrid_ak
(
pesg
)
hgrid_ak_dc
(
pesg
)
hgrid_ak_dd
(
pesg
)
hgrid_ak_rc
(
pesg
)
hgrid_ak_rr
(
pesg
)
huarea
(
pmat4
)
I
id2222
(
psym2
)
identity
(
pmat4
)
ininmap
(
pmat5
)
inivmap
(
pmat5
)
inv
(pmat)
invl
(pmat)
invsym2
(
psym2
)
invu
(pmat)
L
l1lm
(pmat)
l1ubb
(
pmat2
)
l1ueb
(
pmat2
)
ldlm
(pmat)
ldltb
(
pmat2
)
ldub
(
pmat2
)
ldum
(pmat)
linbv
(
pmat2
)
logsym2
(
psym2
)
ltdlbv
(
pmat2
)
M
mobius
(
pmat4
)
mobiusi
(
pmat4
)
mulqq
(
pmat4
)
N
normalize
(
pmat4
)
normalized
(
pmat4
)
O
orthogonalized
(
pmat4
)
outer_product
(
pmat4
)
P
paraframe
(
pmat5
)
plctoc
(
pmat5
)
plrot
(
pmat5
)
plroti
(
pmat5
)
Q
qtoax
(
pmat4
)
qtorot
(
pmat4
)
qtospin
(
pmat4
)
R
rottoax
(
pmat4
)
rottoq
(
pmat4
)
rowops
(
pmat4
)
S
sarea
(
pmat4
)
sech
(
pfun
)
sechs
(
pfun
)
setem
(
pmat4
)
setmobius
(
pmat4
)
sinhox
(
pfun
)
sinhoxm
(
pfun
)
sinox
(
pfun
)
sinoxm
(
pfun
)
spintoq
(
pmat4
)
sqrtsym2
(
psym2
)
sqrtsym2d_e
(
psym2
)
sqrtsym2d_t
(
psym2
)
swpvv
(pmat)
T
trace
(
pmat4
)
triple_product
(
pmat4
)
U
u1lbv
(
pmat2
)
u1lbx
(
pmat2
)
u1lby
(
pmat2
)
u1lvb
(
pmat2
)
u1lxb
(
pmat2
)
u1lyb
(
pmat2
)
udlb
(
pmat2
)
udlbv
(
pmat2
)
udlbx
(
pmat2
)
udlby
(
pmat2
)
udlmm
(pmat)
udlvb
(
pmat2
)
udlxb
(
pmat2
)
udlyb
(
pmat2
)
W
wrtb
(
pmat2
)
X
xctoxm_ak
(
pesg
)
xctoxs
(
pesg
)
xmtog_ak_dd
(
pesg
)
xmtog_ak_rr
(
pesg
)
xmtoxc_ak
(
pesg
)
xmtoxt
(
pesg
)
xstoxc
(
pesg
)
xstoxt
(
pesg
)
xttoxm
(
pesg
)
xttoxs
(
pesg
)
Z
zmtozt
(
pesg
)
znfun
(
pmat4
)
zntay
(
pmat4
)
ztoc
(
pmat4
)
zttozm
(
pesg
)
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