This chapter groups the complex mathematical functions. The corresponding definitions and declarations are in complex.h. Functions and documentations are taken from NetBSD.
cabs
, cabsf
, cabsl
—complex absolute-valuecacos
, cacosf
—complex arc cosinecacosh
, cacoshf
—complex arc hyperbolic cosinecarg
, cargf
—argument (phase angle)casin
, casinf
—complex arc sinecasinh
, casinhf
—complex arc hyperbolic sinecatan
, catanf
—complex arc tangentcatanh
, catanhf
—complex arc hyperbolic tangentccos
, ccosf
—complex cosineccosh
, ccoshf
—complex hyperbolic cosinecexp
, cexpf
—complex base-e exponentialcimag
, cimagf
, cimagl
—imaginary partclog
, clogf
—complex base-e logarithmclog10
, clog10f
—complex base-10 logarithmconj
, conjf
—complex conjugatecpow
, cpowf
—complex powercproj
, cprojf
— Riemann sphere projectioncreal
, crealf
, creall
—real partcsin
, csinf
—complex sinecsinh
, csinhf
—complex hyperbolic sinecsqrt
, csqrtf
—complex square rootctan
, ctanf
—complex tangentctanh
, ctanf
—complex hyperbolic tangent