Function

# vDSP_zrdotpr

Calculates the dot product of a single-precision complex-real vector.

## Parameters

`__A`

Input vector `A`.

`__IA`

The stride within `A`. For example if stride is 2, every second element is used.

`__B`

Input vector `B`.

`__IB`

The stride within `B`. For example if stride is 2, every second element is used.

`__C`

The dot product (on return).

`__N`

The number of elements to process.

## Discussion

The functions in this group calculate the dot product of two vectors, using the following operation:

The following example shows how you calculate the luminosity of a color using the Rec. 709 luma coefficients for the color-to-grayscale conversion. Array `a` defines the color, `0xDa70D6`, and array `b` defines the coefficients:

Passing these values to `vDSP_dotpr` calculates the luminosity and writes the result to c:

### Dot Product Calculation

`vDSP_dotpr`

Calculates the dot product of a single-precision vector.

`vDSP_dotprD`

Calculates the dot product of a double-precision vector.

`vDSP_dotpr_s1_15`

Calculates the dot product of a fixed-point 1.15 format vector.

`vDSP_dotpr_s8_24`

Calculates the dot product of a fixed-point 8.24 format vector.

`vDSP_dotpr2`

Calculates the dot product of a single-precision stereo vector.

`vDSP_dotpr2D`

Calculates the dot product of a double-precision stereo vector.

`vDSP_dotpr2_s1_15`

Calculates the dot product of a fixed-point 1.15 format, stereo vector.

`vDSP_dotpr2_s8_24`

Calculates the dot product of a fixed-point 8.24 format, stereo vector.

`vDSP_zdotpr`

Calculates the complex dot product of two single-precision complex vectors.

`vDSP_zdotprD`

Calculates the complex dot product of two double-precision complex vectors.

`vDSP_zidotpr`

Calculates the inner (conjugate) product of a single-precision complex vector.

`vDSP_zidotprD`

Calculates the inner (conjugate) product of a double-precision complex vector.

`vDSP_zrdotprD`

Calculates the dot product of a double-precision complex-real vector.