Complete Function Reference
This document lists all functions available in node-accelerate v2.0.0.
Function
Description
Signature
matmul
Matrix multiplication (double)
(A, B, C, M, K, N) => C
matmulFloat
Matrix multiplication (single)
(A, B, C, M, K, N) => C
matvec
Matrix-vector multiplication
(A, x, y, M, N) => y
transpose
Matrix transpose
(A, B, rows, cols) => B
axpy
AXPY: y = alpha*x + y
(alpha, x, y) => y
copy
Vector copy
(x, y) => y
swap
Vector swap
(x, y) => x
norm
L2 norm (Euclidean length)
(x) => number
abssum
Sum of absolute values
(x) => number
maxAbsIndex
Index of max absolute value
(x) => number
rot
Givens rotation
(x, y, c, s) => x
Function
Description
Signature
dot
Dot product
(a, b) => number
vadd
Element-wise addition
(a, b, out) => out
vsub
Element-wise subtraction
(a, b, out) => out
vmul
Element-wise multiplication
(a, b, out) => out
vdiv
Element-wise division
(a, b, out) => out
vscale
Scalar multiplication
(a, scalar, b) => b
vneg
Negation
(a, b) => b
vaddScalar
Add scalar to vector
(a, scalar, c) => c
vma
Multiply-add: d = (a*b) + c
(a, b, c, d) => d
vmsa
Multiply-scalar-add
(a, b, c, d) => d
Function
Description
Signature
vabs
Absolute value
(a, b) => b
vsquare
Square
(a, b) => b
vsqrt
Square root
(a, b) => b
normalize
Normalize to unit length
(a, b) => b
vreverse
Reverse order
(a, b) => b
vfill
Fill with scalar
(scalar, vec) => vec
vramp
Generate linear ramp
(start, step, vec) => vec
vlerp
Linear interpolation
(a, b, t, c) => c
vclear
Clear (set to zero)
(vec) => vec
vlimit
Limit/saturate values
(a, low, high, c) => c
Trigonometric Functions (Vectorized)
Function
Description
Signature
vsin
Sine
(a, b) => b
vcos
Cosine
(a, b) => b
vtan
Tangent
(a, b) => b
vasin
Inverse sine
(a, b) => b
vacos
Inverse cosine
(a, b) => b
vatan
Inverse tangent
(a, b) => b
vatan2
Two-argument arctangent
(y, x, out) => out
Function
Description
Signature
vsinh
Hyperbolic sine
(a, b) => b
vcosh
Hyperbolic cosine
(a, b) => b
vtanh
Hyperbolic tangent
(a, b) => b
Exponential & Logarithmic Functions
Function
Description
Signature
vexp
Natural exponential
(a, b) => b
vlog
Natural logarithm
(a, b) => b
vlog10
Base-10 logarithm
(a, b) => b
vpow
Power (c = a^b)
(a, b, c) => c
vreciprocal
Reciprocal (1/x)
(a, b) => b
vrsqrt
Inverse square root
(a, b) => b
Function
Description
Signature
vceil
Ceiling
(a, b) => b
vfloor
Floor
(a, b) => b
vtrunc
Truncate (round toward zero)
(a, b) => b
vcopysign
Copy sign
(a, b, c) => c
Function
Description
Signature
vclip
Clip to range
(a, b, min, max) => b
vthreshold
Apply threshold
(a, b, threshold) => b
Function
Description
Signature
sum
Sum of elements
(vec) => number
mean
Mean (average)
(vec) => number
variance
Variance
(vec) => number
stddev
Standard deviation
(vec) => number
max
Maximum value
(vec) => number
min
Minimum value
(vec) => number
minmax
Both min and max
(vec) => {min, max}
rms
Root mean square
(vec) => number
sumOfSquares
Sum of squares
(vec) => number
meanMagnitude
Mean of absolute values
(vec) => number
meanSquare
Mean of squares
(vec) => number
maxMagnitude
Maximum magnitude
(vec) => number
minMagnitude
Minimum magnitude
(vec) => number
Function
Description
Signature
euclidean
Euclidean distance
(a, b) => number
Function
Description
Signature
fft
Fast Fourier Transform
(signal) => {real, imag}
ifft
Inverse FFT
(real, imag) => signal
conv
Convolution
(signal, kernel, result) => result
xcorr
Cross-correlation
(a, b, result) => result
Function
Description
Signature
hamming
Hamming window
(length) => window
hanning
Hanning window
(length) => window
blackman
Blackman window
(length) => window
Function
Description
Signature
interp1d
Linear interpolation
(x, y, xi, yi) => yi
All functions use Apple's Accelerate framework for hardware-optimized performance on macOS.
Performance Characteristics
Matrix operations : 100-300x faster than pure JavaScript
Vector operations : 3-10x faster than pure JavaScript
Trigonometric : 5-10x faster than Math.sin/cos/tan in loops
FFT : 10-50x faster than pure JavaScript implementations
Zero-copy operations where possible
In-place operations supported
Efficient use of SIMD instructions
Optimized for Apple Silicon (M1/M2/M3/M4)