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| <h2 class="chapter">2 Mathematical Complex Functions (<samp><span class="file">complex.h</span></samp>)</h2> |
| |
| <p>This chapter groups the complex mathematical functions. The |
| corresponding definitions and declarations are in <samp><span class="file">complex.h</span></samp>. |
| Functions and documentations are taken from NetBSD. |
| |
| <ul class="menu"> |
| <li><a accesskey="1" href="cabs.html#cabs">cabs</a>: Complex absolute value |
| <li><a accesskey="2" href="cacos.html#cacos">cacos</a>: Complex arc cosine |
| <li><a accesskey="3" href="cacosh.html#cacosh">cacosh</a>: Complex arc hyperbolic cosine |
| <li><a accesskey="4" href="carg.html#carg">carg</a>: Argument (also called phase angle) |
| <li><a accesskey="5" href="casin.html#casin">casin</a>: Complex arc sine |
| <li><a accesskey="6" href="casinh.html#casinh">casinh</a>: Complex arc hyperbolic sine |
| <li><a accesskey="7" href="catan.html#catan">catan</a>: Complex arc tangent |
| <li><a accesskey="8" href="catanh.html#catanh">catanh</a>: Complex arc hyperbolic tangent |
| <li><a accesskey="9" href="ccos.html#ccos">ccos</a>: Complex cosine |
| <li><a href="ccosh.html#ccosh">ccosh</a>: Complex hyperbolic cosine |
| <li><a href="cexp.html#cexp">cexp</a>: Complex exponent |
| <li><a href="cimag.html#cimag">cimag</a>: Imaginary part |
| <li><a href="clog.html#clog">clog</a>: Complex natural (base e) logarithm |
| <li><a href="conj.html#conj">conj</a>: Complex conjugate |
| <li><a href="cpow.html#cpow">cpow</a>: Complex power function |
| <li><a href="cproj.html#cproj">cproj</a>: Compute a projection on the Riemann sphere |
| <li><a href="creal.html#creal">creal</a>: Real part |
| <li><a href="csin.html#csin">csin</a>: Complex sine |
| <li><a href="csinh.html#csinh">csinh</a>: Complex hyperbolic sine |
| <li><a href="csqrt.html#csqrt">csqrt</a>: Complex square root |
| <li><a href="ctan.html#ctan">ctan</a>: Complex tangent |
| <li><a href="ctanh.html#ctanh">ctanh</a>: Complex hyperbolic tangent |
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