vDSP Vector-to-Vector Arithmetic Operations Reference
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Overview
Functions by Task
Testing Bitwise Logical Equivalence
Doing Basic Arithmetic on Real Vectors
Doing Basic Arithmetic on Complex Vectors
Finding Maximum and Minimum Elements
Computing Vector Distance
Interpolating Between Two Vectors
Evaluating Vectors as Polynomials
Applying Pythagoras’s Theorem to Vector Elements
Finding a Vector’s Extrema
Swapping Elements Between Vectors
Merging Two Vectors
Computing Vector Spectra
Computing the Coherence Function of Two Vectors
Computing the Transfer Function
Doing Recursive Filtering on a Real Vector
Functions
vDSP_deq22
vDSP_deq22D
vDSP_vaam
vDSP_vaamD
vDSP_vadd
vDSP_vaddD
vDSP_vam
vDSP_vamD
vDSP_vasbm
vDSP_vasbmD
vDSP_vasm
vDSP_vasmD
vDSP_vdist
vDSP_vdistD
vDSP_vdiv
vDSP_vdivD
vDSP_vdivi
vDSP_venvlp
vDSP_venvlpD
vDSP_veqvi
vDSP_vintb
vDSP_vintbD
vDSP_vma
vDSP_vmaD
vDSP_vmax
vDSP_vmaxD
vDSP_vmaxmg
vDSP_vmaxmgD
vDSP_vmin
vDSP_vminD
vDSP_vminmg
vDSP_vminmgD
vDSP_vmma
vDSP_vmmaD
vDSP_vmmsb
vDSP_vmmsbD
vDSP_vmsa
vDSP_vmsaD
vDSP_vmsb
vDSP_vmsbD
vDSP_vmul
vDSP_vmulD
vDSP_vpoly
vDSP_vpolyD
vDSP_vpythg
vDSP_vpythgD
vDSP_vqint
vDSP_vqintD
vDSP_vsbm
vDSP_vsbmD
vDSP_vsbsbm
vDSP_vsbsbmD
vDSP_vsbsm
vDSP_vsbsmD
vDSP_vsub
vDSP_vsubD
vDSP_vswap
vDSP_vswapD
vDSP_vtmerg
vDSP_vtmergD
vDSP_zaspec
vDSP_zaspecD
vDSP_zcoher
vDSP_zcoherD
vDSP_zcspec
vDSP_zcspecD
vDSP_zrvadd
vDSP_zrvaddD
vDSP_zrvdiv
vDSP_zrvdivD
vDSP_zrvmul
vDSP_zrvmulD
vDSP_zrvsub
vDSP_zrvsubD
vDSP_ztrans
vDSP_ztransD
vDSP_zvadd
vDSP_zvaddD
vDSP_zvcma
vDSP_zvcmaD
vDSP_zvcmul
vDSP_zvcmulD
vDSP_zvmul
vDSP_zvmulD
vDSP_zvsub
vDSP_zvsubD
Revision History
Index