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This is an experimental technology
Because this technology's specification has not stabilized, check the compatibility table for usage in various browsers. Also note that the syntax and behavior of an experimental technology is subject to change in future versions of browsers as the specification changes.
The static SIMD.%type%.reciprocalSqrtApproximation()
method returns a new instance with an approximation of the reciprocal value (1 / x
) of the square root (Math.sqrt()
) of the lane values.
Syntax
SIMD.Float32x4.reciprocalSqrtApproximation(t) SIMD.Float64x2.reciprocalSqrtApproximation(t)
Parameters
- t
- An instance of a corresponding SIMD type.
Return value
A new corresponding SIMD data type with the reciprocal (1 / x
) of the square root (Math.sqrt()
) of the values.
Description
The SIMD.%type%.reciprocalSqrtApproximation()
is an approximation of the reciprocal of the square root of the lane values. This means that an estimation of the reciprocal of a number is calculated and that there can be a small amount of error. The Newton-Raphson division, for example, is one of the fast division methods that calculates an estimation. See also this ARM/NEON FAQ article.
Examples
var a = SIMD.Float32x4(1, 2, 3, 4); SIMD.Float32x4.reciprocalSqrtApproximation(a); // Float32x4[1, 0.7071067690849304, 0.5773502588272095, 0.5] var b = SIMD.Float64x2(0, Infinity); SIMD.Float64x2.reciprocalSqrtApproximation(b); // Float64x2[Infinity, 0]
Specifications
Specification | Status | Comment |
---|---|---|
SIMD The definition of 'SIMDConstructor.reciprocalSqrtApproximation' in that specification. |
Draft | Initial definition. |
Browser compatibility
Feature | Chrome | Firefox (Gecko) | Internet Explorer | Opera | Safari |
---|---|---|---|---|---|
Basic support | No support | Nightly build | No support | No support | No support |
Feature | Android | Chrome for Android | Firefox Mobile (Gecko) | IE Mobile | Opera Mobile | Safari Mobile |
---|---|---|---|---|---|---|
Basic support | No support | No support | Nightly build | No support | No support | No support |