Index of types

A
add [Slap_size]
C
cnt [Slap_misc]	The flag for contiguous vectors and matrices.
D
diag [Slap_common]	The type of diagonal-element flags
div [Slap_size]
dsc [Slap_misc]	The flag for discrete vectors and matrices.
dyn [Slap_mat]	The type of packages of existential quantified sized type: `('num, 'prec, 'cnt_or_dsc) dyn` = `exists m, n. (m, n, 'num, 'prec, 'cnt_or_dsc) Vec.t`.
dyn [Slap_vec]	The type of packages of existential quantified sized type: `('num, 'prec, 'cnt_or_dsc) dyn` = `exists n. (n, 'num, 'prec, 'cnt_or_dsc) Vec.t`.
dyn [Slap_size]	The type of packages of existential quantified sized type: `dyn` = `exists n. n Size.t`.
E
eight [Slap_size]
F
five [Slap_size]
four [Slap_size]
G
geband [Slap_size]	`('m, 'n, 'kl, 'ku) geband` represents band storage size: A `'m`-by-`'n` band matrix with `'kl` subdiagonals and `'ku` superdiagonals is stored in a `('kl+'ku+1)`-by-`'n` matrix where `'kl, 'ku << min('m, 'n)`.
gecon_min_liwork [Slap_S]
gecon_min_liwork [Slap_D]
gecon_min_lwork [Slap_S]
gecon_min_lwork [Slap_D]
gels_min_lwork [Slap_C]
gels_min_lwork [Slap_Z]
gels_min_lwork [Slap_S]
gels_min_lwork [Slap_D]
gelsd_min_iwork [Slap_S]
gelsd_min_iwork [Slap_D]
gelsd_min_lwork [Slap_S]
gelsd_min_lwork [Slap_D]
gelss_min_lwork [Slap_S]
gelss_min_lwork [Slap_D]
gelsy_min_lwork [Slap_S]
gelsy_min_lwork [Slap_D]
geqrf_min_lwork [Slap_C]
geqrf_min_lwork [Slap_Z]
geqrf_min_lwork [Slap_S]
geqrf_min_lwork [Slap_D]
gesdd_liwork [Slap_S]
gesdd_liwork [Slap_D]
gesdd_min_lwork [Slap_S]
gesdd_min_lwork [Slap_D]
gesvd_min_lwork [Slap_S]
gesvd_min_lwork [Slap_D]
getri_min_lwork [Slap_C]
getri_min_lwork [Slap_Z]
getri_min_lwork [Slap_S]
getri_min_lwork [Slap_D]
I
index [Slap_io]
int32_vec [Slap_common]
int_vec [Slap_common]
L
lange_min_lwork [Slap_C]
lange_min_lwork [Slap_Z]
lange_min_lwork [Slap_S]
lange_min_lwork [Slap_D]
lansy_min_lwork [Slap_S]
lansy_min_lwork [Slap_D]
larnv_liseed [Slap_C]
larnv_liseed [Slap_Z]
larnv_liseed [Slap_S]
larnv_liseed [Slap_D]
luband [Slap_size]	`('m, 'n, 'kl, 'ku) luband` represents band storage size for LU factorization: A `'m`-by-`'n` band matrix with `'kl` subdiagonals and `'ku` superdiagonals for LU factorization is stored in band storage format with `'kl+'ku` superdiagonals.
M
m [Slap_C.Mat.DSCMAT]	A generative phantom type.
m [Slap_C.Mat.CNTMAT]	A generative phantom type.
m [Slap_Z.Mat.DSCMAT]	A generative phantom type.
m [Slap_Z.Mat.CNTMAT]	A generative phantom type.
m [Slap_S.SYEVR_RESULT]
m [Slap_S.Mat.DSCMAT]	A generative phantom type.
m [Slap_S.Mat.CNTMAT]	A generative phantom type.
m [Slap_D.SYEVR_RESULT]
m [Slap_D.Mat.DSCMAT]	A generative phantom type.
m [Slap_D.Mat.CNTMAT]	A generative phantom type.
mat [Slap_C]	Matrices.
mat [Slap_Z]	Matrices.
mat [Slap_S]	Matrices.
mat [Slap_D]	Matrices.
max [Slap_size]
min [Slap_size]
mul [Slap_size]
N
n [Slap_C.Mat.DSCMAT]	A generative phantom type.
n [Slap_C.Mat.CNTMAT]	A generative phantom type.
n [Slap_C.Vec.DSCVEC]	A generative phantom type.
n [Slap_C.Vec.CNTVEC]	A generative phantom type.
n [Slap_Z.Mat.DSCMAT]	A generative phantom type.
n [Slap_Z.Mat.CNTMAT]	A generative phantom type.
n [Slap_Z.Vec.DSCVEC]	A generative phantom type.
n [Slap_Z.Vec.CNTVEC]	A generative phantom type.
n [Slap_S.SYEVR_RESULT]
n [Slap_S.Mat.DSCMAT]	A generative phantom type.
n [Slap_S.Mat.CNTMAT]	A generative phantom type.
n [Slap_S.Vec.DSCVEC]	A generative phantom type.
n [Slap_S.Vec.CNTVEC]	A generative phantom type.
n [Slap_D.SYEVR_RESULT]
n [Slap_D.Mat.DSCMAT]	A generative phantom type.
n [Slap_D.Mat.CNTMAT]	A generative phantom type.
n [Slap_D.Vec.DSCVEC]	A generative phantom type.
n [Slap_D.Vec.CNTVEC]	A generative phantom type.
n [Slap_size.SIZE]	A generative phantom type.
nine [Slap_size]
norm [Slap_common]	The type of matrix norms.
norm2 [Slap_common]	Values of this type are `Slap_common.norm_1` and `Slap_common.norm_inf`.
norm4 [Slap_common]	Values of this type are `Slap_common.norm_1`,, `Slap_common.norm_inf`,, `Slap_common.norm_amax` and, `Slap_common.norm_frob`.
num_type [Slap_C]
num_type [Slap_Z]
num_type [Slap_S]
num_type [Slap_D]
O
one [Slap_size]
orgqr_min_lwork [Slap_S]
orgqr_min_lwork [Slap_D]
ormqr_min_lwork [Slap_S]
ormqr_min_lwork [Slap_D]
P
p [Slap_size]
packed [Slap_size]	Type `'n packed` corresponds to the packed storage size of a `n`-by-`n` matrix.
pocon_min_liwork [Slap_S]
pocon_min_liwork [Slap_D]
pocon_min_lwork [Slap_S]
pocon_min_lwork [Slap_D]
pp_el_default [Slap_io]
pp_mat [Slap_io]	A type of standard pretty printers for matrices.
pp_vec [Slap_io]	A type of standard pretty printers for vectors.
prec [Slap_C]
prec [Slap_Z]
prec [Slap_S]
prec [Slap_D]
R
rprec [Slap_C]
rprec [Slap_Z]
rprec [Slap_S]
rprec [Slap_D]
rvec [Slap_C]	Real vectors.
rvec [Slap_Z]	Real vectors.
rvec [Slap_S]	Real vectors.
rvec [Slap_D]	Real vectors.
S
s [Slap_size]	successor, i.e., `'n s` corresponds to `'n + 1`.
sbev_min_lwork [Slap_S]
sbev_min_lwork [Slap_D]
seven [Slap_size]
side [Slap_common]	`('k, 'm, 'n) side` is the type of left- and right-multiplication flags.
six [Slap_size]
sub [Slap_size]
svd_job [Slap_common]
syband [Slap_size]	`('n, 'kd) syband` represents symmetric or Hermitian band storage size: A `n`-by-`n` symmetric or Hermitian band matrix with `kd` superdiagonals or subdiagonals is stored in a `(kd+1)`-by-`n` matrix where `kd << n`.
sycon_min_liwork [Slap_S]
sycon_min_liwork [Slap_D]
sycon_min_lwork [Slap_S]
sycon_min_lwork [Slap_D]
syev_min_lwork [Slap_S]
syev_min_lwork [Slap_D]
syevr_min_liwork [Slap_S]
syevr_min_liwork [Slap_D]
syevr_min_lwork [Slap_S]
syevr_min_lwork [Slap_D]
sysv_min_lwork [Slap_C]
sysv_min_lwork [Slap_Z]
sysv_min_lwork [Slap_S]
sysv_min_lwork [Slap_D]
sytrf_min_lwork [Slap_C]
sytrf_min_lwork [Slap_Z]
sytrf_min_lwork [Slap_S]
sytrf_min_lwork [Slap_D]
sytri_min_lwork [Slap_C]
sytri_min_lwork [Slap_Z]
sytri_min_lwork [Slap_S]
sytri_min_lwork [Slap_D]
T
t [Slap_io.Context]
t [Slap_mat]	`('m, 'n, 'num, 'prec) mat` is the type of `'m`-by-`'n` matrix whose elements have OCaml type `'num`, representation kind `'prec` and memory contiguity `'cnt_or_dsc`.
t [Slap_vec]	`('n, 'num, 'prec, 'cnt_or_dsc) vec` is the type of `'n`-dimensional vector whose elements have OCaml type `'num`, representation kind `'prec` and memory contiguity flag `'cnt_or_dsc`.
t [Slap_size]	A singleton type on sizes (i.e., dimensions of vectors and matrices).
ten [Slap_size]
three [Slap_size]
trans [Slap_common]	The type of transpose flags.
trans2 [Slap_common]	Types of transpose flags for real vectors or matrices.
trans3 [Slap_C]	A type of transpose parameters (`Slap_common.normal`, `Slap_common.trans` or `Slap_common.conjtr`).
trans3 [Slap_Z]	A type of transpose parameters (`Slap_common.normal`, `Slap_common.trans` or `Slap_common.conjtr`).
trans3 [Slap_S]	A type of transpose parameters (`Slap_common.normal` and `Slap_common.trans`).
trans3 [Slap_D]	A type of transpose parameters (`Slap_common.normal` and `Slap_common.trans`).
trans3 [Slap_common]	Types of transpose flags for complex vectors or matrices.
two [Slap_size]
U
uplo [Slap_common]	The type of upper/lower flags.
V
vec [Slap_C]	Vectors.
vec [Slap_Z]	Vectors.
vec [Slap_S]	Vectors.
vec [Slap_D]	Vectors.
Z
z [Slap_size]	zero