dotprod_crcf

Variants: dotprod_cccf, dotprod_crcf, dotprod_rrrf

Vector dot product operation

Public Functions

int dotprod_crcf_run(float * _v, float complex * _x, unsigned int _n, float complex * _y)
int dotprod_crcf_run4(float * _v, float complex * _x, unsigned int _n, float complex * _y)
dotprod_crcf dotprod_crcf_create(float * _v, unsigned int _n)
dotprod_crcf dotprod_crcf_create_rev(float * _v, unsigned int _n)
dotprod_crcf dotprod_crcf_recreate(dotprod_crcf _q, float * _v, unsigned int _n)
dotprod_crcf dotprod_crcf_recreate_rev(dotprod_crcf _q, float * _v, unsigned int _n)
dotprod_crcf dotprod_crcf_copy(dotprod_crcf _q)
int dotprod_crcf_destroy(dotprod_crcf _q)
int dotprod_crcf_print(dotprod_crcf _q)
int dotprod_crcf_execute(dotprod_crcf _q, float complex * _x, float complex * _y)

Interfaces

int dotprod_crcf_run(float * _v, float complex * _x, unsigned int _n, float complex * _y)∞

Run dot product without creating object. This is less efficient than creating the object as it is an unoptimized portable implementation that doesn't take advantage of processor extensions. It is meant to provide a baseline for performance comparison and a convenient way to invoke a dot product operation when fast operation is not necessary.

  • _v : coefficients array, shape: (_n, 1)
  • _x : input array, shape: (_n, 1)
  • _n : dotprod length, 0 < _n
  • _y : output sample pointer

int dotprod_crcf_run4(float * _v, float complex * _x, unsigned int _n, float complex * _y)∞

This provides the same unoptimized operation as the 'run()' method above, but with the loop unrolled by a factor of 4. It is marginally faster than 'run()' without unrolling the loop.

  • _v : coefficients array, shape: (_n, 1)
  • _x : input array, shape: (_n, 1)
  • _n : dotprod length, 0 < _n
  • _y : output sample pointer

dotprod_crcf dotprod_crcf_create(float * _v, unsigned int _n)∞

Create vector dot product object

  • _v : coefficients array, shape: (_n, 1)
  • _n : dotprod length, 0 < _n

dotprod_crcf dotprod_crcf_create_rev(float * _v, unsigned int _n)∞

Create vector dot product object with time-reversed coefficients

  • _v : time-reversed coefficients array, shape: (_n, 1)
  • _n : dotprod length, 0 < _n

dotprod_crcf dotprod_crcf_recreate(dotprod_crcf _q, float * _v, unsigned int _n)∞

Re-create dot product object of potentially a different length with different coefficients. If the length of the dot product object does not change, no memory reallocation is invoked.

  • _q : old dotprod object
  • _v : coefficients array, shape: (_n, 1)
  • _n : dotprod length, 0 < _n

dotprod_crcf dotprod_crcf_recreate_rev(dotprod_crcf _q, float * _v, unsigned int _n)∞

Re-create dot product object of potentially a different length with different coefficients. If the length of the dot product object does not change, no memory reallocation is invoked. Filter coefficients are stored in reverse order.

  • _q : old dotprod object
  • _v : time-reversed coefficients array, shape: (_n, 1)
  • _n : dotprod length, 0 < _n

dotprod_crcf dotprod_crcf_copy(dotprod_crcf _q)∞

Copy object including all internal objects and state

int dotprod_crcf_destroy(dotprod_crcf _q)∞

Destroy dotprod object, freeing all internal memory

int dotprod_crcf_print(dotprod_crcf _q)∞

Print dotprod object internals to standard output

int dotprod_crcf_execute(dotprod_crcf _q, float complex * _x, float complex * _y)∞

Execute dot product on an input array

  • _q : dotprod object
  • _x : input array, shape: (_n, 1)
  • _y : output sample pointer