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Vector

ABS​

abs(Vector of Number v) -> Vector of Number
STABLE

The absolute values in vector v

AGGV​

aggv(Bag of Vector bv, Function fn) -> Vector of Number
STABLE

Apply aggregate function fn on each position of the vectors in bv

ARGMAX​

argmax(Vector v) -> Integer
STABLE

Index of the first largest element in v

argmax(Array a) -> Integer
STABLE

Argmax.

Get the index of the first maximum value of array a.

ParameterDescription
aArray to look for max.

Return: Index of max in array.

ARGMIN​

argmin(Vector v) -> Integer
STABLE

Index of the first smallest element in v

argmin(Array a) -> Integer
STABLE

Argmin.

Get the index of the first minimum value of array a.

ParameterDescription
aArray to look for min.

Return: Index of min in array.

CONCAT​

concat(Vector v, Vector w) -> Vector
STABLE

Concatenate vectors v and w

CUMSUM​

cumsum(Array a) -> Array res
STABLE

Cummulative sum over array.

Computes the cumulative sum for each element in the array. This means that out[1] = a[1], out[2] = a[1] + a[2], out[3] = a[1] + a[2] + a[3], and so on.

ParameterDescription
aArray on which to comput cumulative sum.

Return: Array where each element holds the cumulative sum of a (same size and type as input array).

DIM​

dim(Vector v) -> Integer
STABLE

Size of vector v

DISABLE_VECTOR_TO_ARRAY_COERSION​

disable_vector_to_array_coersion( ) -> Boolean
STABLE

No description.

DIV​

div(Vector v, Number lambda) -> Vector of Number
STABLE

Divide elements in vector v with lambda, v / lambda

div(Number lambda, Vector w) -> Vector of Number
STABLE

Divide lambda with each element in vector w, lambda / w

ELEMDIV​

elemdiv(Vector v, Vector w) -> Vector of Number
STABLE

Divide elements in vector v with elements in w, v ./ w

ELEMENTS​

elements(Vector v) -> Integer
STABLE

Number of elements in nested vector v

ELEMPOWER​

elempower(Vector v, Number exp) -> Vector of Number
STABLE

Compute power(e,exp) for each element e in vector v, v .^ exp

elempower(Array a, Number exp) -> Array
STABLE

Element-wise power.

Raises each element of a to the power of exp.

ParameterDescription
aArray to compute power of.
expExponent to use in power computation.

Return: Array with elements of a to the power of exp.

ELEMTIMES​

elemtimes(Vector v, Vector w) -> Vector of Number
STABLE

Multiply vectrors v and w element by element, v .* w

ENABLE_VECTOR_TO_ARRAY_COERSION​

enable_vector_to_array_coersion( ) -> Boolean
STABLE

No description.

EUCLID​

euclid(Array a, Array b) -> Real
STABLE

No description.

euclid(Vector a, Vector b) -> Number
STABLE

No description.

FLATTEN​

flatten(Vector v) -> Vector
STABLE

Flatten nested vector v

GEODIST​

geodist(Vector v, Vector w) -> Real
STABLE

The surface distance in meters between geographic

position vectors [latitude, longitude], v and w

INTEGER_VECTOR​

integer_vector(Vector of Real v) -> Vector of Integer r
STABLE

No description.

IRFFT​

irfft(Vector of Real v) -> Vector of Real
STABLE

The inverse real fast Fourier transform (FFT) of vector v

MANHATTAN​

manhattan(Array v, Array w) -> Real
STABLE

Manhattan distance between Arrays v and w

manhattan(Vector of Number v, Vector of Number w) -> Number
STABLE

Manhattan distance between vectors v and w

MAX​

max(Vector v) -> Object
STABLE

The largest element in vector v

MAXMIN​

maxmin(Bag of Vector of Number b) -> Vector of Number
STABLE

Transform to [0, 1]: Subtract min, divide by (max - min)

MAXNORM​

maxnorm(Vector of Number v, Vector of Number w) -> Real
STABLE

Maxnorm distance between vectors v and w

MEAN​

mean(Vector v) -> Real
STABLE

Average of vector of numbers v

MEANSUB​

meansub(Bag of Vector of Number b) -> Vector of Number
STABLE

Transform to N(0, s): Subtract mean(v)

MIN​

min(Vector v) -> Object
STABLE

The smallest element in vector v

MINKOWSKI​

minkowski(Array a, Array b, Number r) -> Real
STABLE

Minkowski distance of degree r between Arrays a and b

minkowski(Vector of Number v, Vector of Number w, Number r) -> Real
STABLE

Minkowski distance of degree r between vectors v and w

MINUS​

minus(Vector v, Vector w) -> Vector of Number r
STABLE

Subtract elements in vectors v and w, v .- w

minus(Vector v, Number lambda) -> Vector of Number
STABLE

Subtract lambda from each element in vector v, v - lambda

minus(Number lambda, Vector w) -> Vector of Number
STABLE

Subtract lambda from each element in vector w, lambda - w

NOT_NULL​

not_null(Vector v) -> Boolean
STABLE

Are all elements in vector v not null?

NUMVECTOR​

numvector(Vector x) -> Vector of Number
STABLE

Cast x to vector of numbers

ONES​

ones(Number dim) -> Vector of Integer
STABLE

Construct vector of dim 1:s

PERMUTE​

permute(Vector v, Vector of Integer indl) -> Vector
STABLE

Reorder vector v on index positions in indl

PLUS​

plus(Vector v, Vector w) -> Vector of Number r
STABLE

Add elements in vectors v and w, v .+ w

plus(Vector v, Number lambda) -> Vector of Number r
STABLE

Add lambda to each element in vector v, v + lambda

plus(Number lambda, Vector w) -> Vector of Number
STABLE

Add lambda to each element in vector w, lambda + w

REVERSE​

reverse(Array of F64 a) -> Array -r
STABLE

Reverse array.

ParameterDescription
aArray to reverse.

Return: Reversed array.

RFFT​

rfft(Vector of Real v) -> Vector of Real
STABLE

The real fast Fourier transform (FFT) of vector v

SECTION​

section(Vector v, Number l, Number u) -> Vector r
STABLE

The subvector of vector v starting at position p and ending at u

SETF​

setf(Vector v, Integer i, Object o) -> Boolean
STABLE

No description.

SKIP​

skip(Vector v, Number n) -> Vector
STABLE

Skip first n elements in vector v

SORT​

sort(Array a) -> Array
STABLE

Sort the elements in array a

STDEV​

stdev(Vector v) -> Real
STABLE

Standard deviation of vector of numbers v

SUM​

sum(Vector v) -> Number
STABLE

The sum of the numbers in vector v

TIMES​

times(Vector v, Vector w) -> Number
STABLE

Scalar product of vectors v and w, v * W

times(Number lambda, Vector w) -> Vector of Number
STABLE

Multiply lambda with elements in w, lambda * w

times(Vector v, Number lambda) -> Vector of Number
STABLE

Multiply elements in vector v with lambda, v * lambda

TRANSPOSE​

transpose(Matrix m) -> Matrix
STABLE

Transpose matrix m

UMINUS​

uminus(Vector v) -> Vector of Number
STABLE

Negate numbers in vector v, -v

VDIFF​

vdiff(Vector v, Vector w) -> Vector
STABLE

Elements in vector v that are not in vector w

VECTORIZE​

vectorize(Bag b) -> Vector v
STABLE

No description.

VECTOR_TO_ARRAY_F64​

vector_to_array_f64(Vector v) -> Array of F64
STABLE

No description.

VECTOR_TO_ARRAY_I64​

vector_to_array_i64(Vector v) -> Array of I64
STABLE

No description.

VMEAN​

vmean(Bag of Vector of Number bv) -> Vector of Number
STABLE

Mean vector for a given bag of vectors bv

VREF​

vref(Vector v, Number i) -> Object
STABLE

Value of element i in vector v, same as v[i]

WHENNULL​

whennull(Vector v, Object dflt) -> Vector
STABLE

Value 'dflt' for nulls in 'v'

WHENZERO​

whenzero(Vector v, Object dflt) -> Vector
STABLE

Value 'dflt' for zeros in 'v'

ZEROS​

zeros(Number dim) -> Vector of Integer
STABLE

Construct vector of dim 0:s

ZSCORE​

zscore(Bag of Vector of Number b) -> Bag of Vector of Number
STABLE

Transform elements in the vectors in b into normal distributions

centered around zero