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Searched refs:fcomplex (Results 1 – 23 of 23) sorted by relevance

/illumos-gate/usr/src/lib/libm/common/complex/
H A Dcasinhf.c35 fcomplex
36 casinhf(fcomplex z) { in casinhf()
37 fcomplex w, r, ans; in casinhf()
H A Dcacosf.c35 fcomplex
36 cacosf(fcomplex z) { in cacosf()
38 fcomplex ans; in cacosf()
H A Dcacoshf.c37 fcomplex
38 cacoshf(fcomplex z) { in cacoshf()
40 fcomplex ans; in cacoshf()
H A Dcasinf.c35 fcomplex
36 casinf(fcomplex z) { in casinf()
38 fcomplex ans; in casinf()
H A Dcatanhf.c35 fcomplex
36 catanhf(fcomplex z) { in catanhf()
38 fcomplex ans, ct; in catanhf()
H A Dcsinf.c35 fcomplex
36 csinf(fcomplex z) { in csinf()
38 fcomplex ans, ct; in csinf()
H A Dctanf.c35 fcomplex
36 ctanf(fcomplex z) { in ctanf()
38 fcomplex ans, ct; in ctanf()
H A Dclogf.c38 fcomplex
39 clogf(fcomplex z) { in clogf()
40 fcomplex ans; in clogf()
H A Dcexpf.c40 fcomplex
41 cexpf(fcomplex z) { in cexpf()
42 fcomplex ans; in cexpf()
H A Dcsqrtf.c39 fcomplex
40 csqrtf(fcomplex z) { in csqrtf()
41 fcomplex ans; in csqrtf()
H A Dccoshf.c40 fcomplex
41 ccoshf(fcomplex z) { in ccoshf()
45 fcomplex ans; in ccoshf()
H A Dcsinhf.c40 fcomplex
41 csinhf(fcomplex z) { in csinhf()
45 fcomplex ans; in csinhf()
H A Dconjf.c35 fcomplex
36 conjf(fcomplex z) { in conjf()
H A Dctanhf.c39 fcomplex
40 ctanhf(fcomplex z) { in ctanhf()
43 fcomplex ans; in ctanhf()
H A Dccosf.c35 fcomplex
36 ccosf(fcomplex z) { in ccosf()
H A Dcatanf.c45 fcomplex
46 catanf(fcomplex z) { in catanf()
47 fcomplex ans; in catanf()
H A Dcpowf.c53 fcomplex
54 cpowf(fcomplex z, fcomplex w) { in cpowf()
55 fcomplex ans; in cpowf()
H A Dcprojf.c39 fcomplex
40 cprojf(fcomplex z) { in cprojf()
H A Dcomplex_wrapper.h35 #define fcomplex float _Complex macro
48 #define fcomplex float complex macro
H A Dcimagf.c36 cimagf(fcomplex z) { in cimagf()
H A Dcrealf.c36 crealf(fcomplex z) { in crealf()
H A Dcabsf.c36 cabsf(fcomplex z) { in cabsf()
H A Dcargf.c36 cargf(fcomplex z) { in cargf()