JuliaComplexF64MatrixΒΆ

jarray64.spad line 717 [edit on github]

This domain provides a fast JuliaComplexF64 matrix type with no bound checking on elt's. Minimum index is 1.

#: % -> NonNegativeInteger

from Aggregate

*: (%, %) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

*: (%, JuliaComplexF64) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

*: (%, JuliaComplexF64Vector) -> JuliaComplexF64Vector

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

*: (Integer, %) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

*: (JuliaComplexF64, %) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

*: (JuliaComplexF64Vector, %) -> JuliaComplexF64Vector

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

+: (%, %) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

-: % -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

-: (%, %) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

/: (%, JuliaComplexF64) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

=: (%, %) -> Boolean

from BasicType

^: (%, Integer) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

^: (%, NonNegativeInteger) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

~=: (%, %) -> Boolean

from BasicType

adjoint!: (%, %) -> %

adjoint!(a, m) stores in a the adjoint of m i.e. the conjugate transposition of m.

adjoint: % -> %

adjoint(m) returns the adjoint of m i.e. the conjugate transposition of m.

antisymmetric?: % -> Boolean

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

any?: (JuliaComplexF64 -> Boolean, %) -> Boolean

from HomogeneousAggregate JuliaComplexF64

array2: List List JuliaComplexF64 -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

blockConcat: List List % -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

blockSplit: (%, List NonNegativeInteger, List NonNegativeInteger) -> List List %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

blockSplit: (%, PositiveInteger, PositiveInteger) -> List List %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

coerce: % -> OutputForm

from CoercibleTo OutputForm

coerce: JuliaComplexF64Vector -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

coerce: JuliaFloat64Matrix -> %

coerce(m) coerces m to a a Julia Complex Float 64 matrix.

colSlice: % -> Segment Integer

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

column: (%, Integer) -> JuliaComplexF64Vector

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

columnSpace: % -> List JuliaComplexF64Vector

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

convert: % -> String

from ConvertibleTo String

copy!: (%, %) -> %

copy!(b,a) copies efficiently a to b. No check are done on arrays dimensions.

copy: % -> %

from Aggregate

count: (JuliaComplexF64 -> Boolean, %) -> NonNegativeInteger

from HomogeneousAggregate JuliaComplexF64

count: (JuliaComplexF64, %) -> NonNegativeInteger

from HomogeneousAggregate JuliaComplexF64

determinant: % -> JuliaComplexF64

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

diagonal?: % -> Boolean

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

diagonalMatrix: JuliaComplexF64Vector -> %

diagonalMatrix(v) returns a diagonal matrix with elements of v.

diagonalMatrix: List % -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

diagonalMatrix: List JuliaComplexF64 -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, Integer, Integer) -> JuliaComplexF64

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, Integer, Integer, JuliaComplexF64) -> JuliaComplexF64

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, Integer, List Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, Integer, List Segment Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, List Integer, Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, List Integer, List Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, List Integer, Segment Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, List Segment Integer, Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, List Segment Integer, List Segment Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, List Segment Integer, Segment Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, Segment Integer, List Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, Segment Integer, List Segment Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

elt: (%, Segment Integer, Segment Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

empty?: % -> Boolean

from Aggregate

empty: () -> %

from Aggregate

eq?: (%, %) -> Boolean

from Aggregate

eval: (%, Equation JuliaComplexF64) -> % if JuliaComplexF64 has Evalable JuliaComplexF64

from Evalable JuliaComplexF64

eval: (%, JuliaComplexF64, JuliaComplexF64) -> % if JuliaComplexF64 has Evalable JuliaComplexF64

from InnerEvalable(JuliaComplexF64, JuliaComplexF64)

eval: (%, List Equation JuliaComplexF64) -> % if JuliaComplexF64 has Evalable JuliaComplexF64

from Evalable JuliaComplexF64

eval: (%, List JuliaComplexF64, List JuliaComplexF64) -> % if JuliaComplexF64 has Evalable JuliaComplexF64

from InnerEvalable(JuliaComplexF64, JuliaComplexF64)

every?: (JuliaComplexF64 -> Boolean, %) -> Boolean

from HomogeneousAggregate JuliaComplexF64

exquo: (%, JuliaComplexF64) -> Union(%, failed)

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

fill!: (%, JuliaComplexF64) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

hash: % -> SingleInteger if JuliaComplexF64 has Hashable

from Hashable

hashUpdate!: (HashState, %) -> HashState if JuliaComplexF64 has Hashable

from Hashable

hermitian?: % -> Boolean

hermitian?(m) tests hermiticity of m.

hermitianPart!: % -> %

hermitianPart!(m) overwites m with the symmetric part of m (m + m')/2 to save memory space and returns m.

hermitianPart: % -> %

hermitianPart(m) returns the symmetric part of m (m + m')/2.

horizConcat: (%, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

horizConcat: List % -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

horizSplit: (%, List NonNegativeInteger) -> List %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

horizSplit: (%, PositiveInteger) -> List %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

imag: % -> JuliaFloat64Matrix

imag(m) returns a JuliaFloat64 matrix with the imaginary part of the m elements.

inverse: % -> Union(%, failed)

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

jlApply: (String, %) -> JuliaFloat64

jlApply(func, x) apply func to argument x.

jlApply: (String, %) -> Void

jlApply(func, x) apply func to argument x.

jlApply: (String, %, JuliaFloat64) -> JuliaFloat64

jlApply(func, x, val) apply func to arguments x and val.

jlApprox?: (%, %) -> Boolean

jlApprox?(x,y) computes inexact equality comparison with default parameters. Two numbers compare equal if their relative distance or their absolute distance is within tolerance bounds. Applied component-wise.

jlDisplay: % -> Void

jlDisplay(m) pretty prints m (Γ  la Julia).

jlVector: % -> JuliaComplexF64Vector

jlVector(m) returns reference to the internal vector representation.

juliaCMPrint: Boolean -> Boolean

juliaMPrint(b) defines whether or not FriCAS uses the printing version of Julia for matrices instead of its OutputForm version. Returns previous value. By default it is the Julia version.

kronecker_prod1: (%, Integer, List List NonNegativeInteger, List %, NonNegativeInteger, NonNegativeInteger, Union(JuliaComplexF64, one)) -> Void

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

kroneckerProduct: (%, %) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

kroneckerProduct: List % -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

kroneckerSum: (%, %) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

kroneckerSum: List % -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

latex: % -> String

from SetCategory

less?: (%, NonNegativeInteger) -> Boolean

from Aggregate

listOfLists: % -> List List JuliaComplexF64

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

map!: (JuliaComplexF64 -> JuliaComplexF64, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

map: ((JuliaComplexF64, JuliaComplexF64) -> JuliaComplexF64, %, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

map: ((JuliaComplexF64, JuliaComplexF64) -> JuliaComplexF64, %, %, JuliaComplexF64) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

map: (JuliaComplexF64 -> JuliaComplexF64, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

matrix: (NonNegativeInteger, NonNegativeInteger, (Integer, Integer) -> JuliaComplexF64) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

matrix: List List JuliaComplexF64 -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

max: % -> JuliaComplexF64 if JuliaComplexF64 has OrderedSet

from HomogeneousAggregate JuliaComplexF64

max: ((JuliaComplexF64, JuliaComplexF64) -> Boolean, %) -> JuliaComplexF64

from HomogeneousAggregate JuliaComplexF64

maxColIndex: % -> Integer

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

maxRowIndex: % -> Integer

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

member?: (JuliaComplexF64, %) -> Boolean

from HomogeneousAggregate JuliaComplexF64

members: % -> List JuliaComplexF64

from HomogeneousAggregate JuliaComplexF64

min: % -> JuliaComplexF64 if JuliaComplexF64 has OrderedSet

from HomogeneousAggregate JuliaComplexF64

minColIndex: % -> Integer

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

minordet: % -> JuliaComplexF64

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

minRowIndex: % -> Integer

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

more?: (%, NonNegativeInteger) -> Boolean

from Aggregate

ncols: % -> NonNegativeInteger

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

new: (NonNegativeInteger, NonNegativeInteger, JuliaComplexF64) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

nrand: (NonNegativeInteger, NonNegativeInteger) -> %

nrand(m,n) returns a normally distributed Julia matrix of size (m,n). See Julia documentation (randn) for this complex version used here.

nrows: % -> NonNegativeInteger

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

nullity: % -> NonNegativeInteger

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

nullSpace: % -> List JuliaComplexF64Vector

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

parts: % -> List JuliaComplexF64

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

Pfaffian: % -> JuliaComplexF64

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

positiveDefinite?: % -> Boolean

positiveDefinite?(m) tests wether or not m is Hermitian positive definite using a Cholesky factorisation.

positivePower: (%, Integer) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

qelt: (%, Integer, Integer) -> JuliaComplexF64

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

qnew: (NonNegativeInteger, NonNegativeInteger) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

qsetelt!: (%, Integer, Integer, JuliaComplexF64) -> JuliaComplexF64

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

rank: % -> NonNegativeInteger

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

real: % -> JuliaFloat64Matrix

real(m) returns a JuliaFloat64 matrix with the real part of the m elements.

row: (%, Integer) -> JuliaComplexF64Vector

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

rowEchelon: % -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

rowSlice: % -> Segment Integer

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

sample: %

from Aggregate

scalarMatrix: (NonNegativeInteger, JuliaComplexF64) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setColumn!: (%, Integer, JuliaComplexF64Vector) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, Integer, Integer, JuliaComplexF64) -> JuliaComplexF64

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, Integer, List Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, Integer, List Segment Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, List Integer, Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, List Integer, List Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, List Integer, Segment Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, List Segment Integer, Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, List Segment Integer, List Segment Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, List Segment Integer, Segment Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, Segment Integer, List Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, Segment Integer, List Segment Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setelt!: (%, Segment Integer, Segment Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setRow!: (%, Integer, JuliaComplexF64Vector) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

setsubMatrix!: (%, Integer, Integer, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

size?: (%, NonNegativeInteger) -> Boolean

from Aggregate

smaller?: (%, %) -> Boolean

from Comparable

square?: % -> Boolean

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

squareTop: % -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

subMatrix: (%, Integer, Integer, Integer, Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

swapColumns!: (%, Integer, Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

swapRows!: (%, Integer, Integer) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

symmetric?: % -> Boolean

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

transpose!: (%, %) -> %

transpose!(b, a) stores transposed a in b.

transpose: % -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

transpose: JuliaComplexF64Vector -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

urand01: (NonNegativeInteger, NonNegativeInteger) -> %

urand01(m,n) returns a uniform(0$NNI..1) Julia matrix of size (m,n).

vertConcat: (%, %) -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

vertConcat: List % -> %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

vertSplit: (%, List NonNegativeInteger) -> List %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

vertSplit: (%, PositiveInteger) -> List %

from TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

zero?: % -> Boolean

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

zero: (NonNegativeInteger, NonNegativeInteger) -> %

from MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

Aggregate

BasicType

CoercibleTo OutputForm

Comparable

ConvertibleTo String

Evalable JuliaComplexF64 if JuliaComplexF64 has Evalable JuliaComplexF64

finiteAggregate

Hashable if JuliaComplexF64 has Hashable

HomogeneousAggregate JuliaComplexF64

InnerEvalable(JuliaComplexF64, JuliaComplexF64) if JuliaComplexF64 has Evalable JuliaComplexF64

JuliaMatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

JuliaType

MatrixCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)

SetCategory

shallowlyMutable

TwoDimensionalArrayCategory(JuliaComplexF64, JuliaComplexF64Vector, JuliaComplexF64Vector)