complex exponential function NAME cexp, cexpf, cexpl - complex exponential function LIBRARY Math library ( libm , -lm ) SYNOPSIS...base-2 exponent of a complex number NAME cexp2, cexp2f, cexp2l - base-2 exponent of a complex number LIBRARY Math library ( libm , -lm...base-2 exponent of a complex number NAME cexp2, cexp2f, cexp2l - base-2 exponent of a complex number LIBRARY Math library ( libm , -lm...base-2 exponent of a complex number NAME cexp2, cexp2f, cexp2l - base-2 exponent of a complex number LIBRARY Math library ( libm , -lm...complex exponential function NAME cexp, cexpf, cexpl - complex exponential function LIBRARY Math library ( libm , -lm ) SYNOPSIS...complex exponential function NAME cexp, cexpf, cexpl - complex exponential function LIBRARY Math library ( libm , -lm ) SYNOPSIS......the negative real axis. The logarithm clog () is the inverse function of the exponential cexp (3). Thus, if y = clog(z) , then z = cexp(y) . The imaginary part of y is chosen in…...the negative real axis. The logarithm clog () is the inverse function of the exponential cexp (3). Thus, if y = clog(z) , then z = cexp(y) . The imaginary part of y is chosen in…...the negative real axis. The logarithm clog () is the inverse function of the exponential cexp (3). Thus, if y = clog(z) , then z = cexp(y) . The imaginary part of y is chosen in…...re reserved for future use in C99. Not yet in glibc, as at glibc 2.19. SEE ALSO cabs (3), cexp (3), clog (3), clog10 (3), complex (7)...re reserved for future use in C99. Not yet in glibc, as at glibc 2.19. SEE ALSO cabs (3), cexp (3), clog (3), clog10 (3), complex (7)...re reserved for future use in C99. Not yet in glibc, as at glibc 2.19. SEE ALSO cabs (3), cexp (3), clog (3), clog10 (3), complex (7)...afe STANDARDS C11, POSIX.1-2008. HISTORY glibc 2.1. C99, POSIX.1-2001. SEE ALSO cabs (3), cexp (3), complex (7)...afe STANDARDS C11, POSIX.1-2008. HISTORY glibc 2.1. C99, POSIX.1-2001. SEE ALSO cabs (3), cexp (3), complex (7)...afe STANDARDS C11, POSIX.1-2008. HISTORY glibc 2.1. C99, POSIX.1-2001. SEE ALSO cabs (3), cexp (3), complex (7)...glibc 2.1. The identifiers are reserved for future use in C99 and C11. SEE ALSO cabs (3), cexp (3), clog (3), clog2 (3), complex (7)...glibc 2.1. The identifiers are reserved for future use in C99 and C11. SEE ALSO cabs (3), cexp (3), clog (3), clog2 (3), complex (7)...glibc 2.1. The identifiers are reserved for future use in C99 and C11. SEE ALSO cabs (3), cexp (3), clog (3), clog2 (3), complex (7)...y where x = creal(z) and y = cimag(z) . Or one may use polar coordinates and gets z = r * cexp(I * a) where r = cabs(z) is the "radius", the "modulus", the absolute value of z ,…...y where x = creal(z) and y = cimag(z) . Or one may use polar coordinates and gets z = r * cexp(I * a) where r = cabs(z) is the "radius", the "modulus", the absolute value of z ,…