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<title>GCC libquadmath: Math Library Routines</title>
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<a name="Math-Library-Routines"></a>
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<p>
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Next: <a href="I_002fO-Library-Routines.html#I_002fO-Library-Routines" accesskey="n" rel="next">I/O Library Routines</a>, Previous: <a href="Typedef-and-constants.html#Typedef-and-constants" accesskey="p" rel="prev">Typedef and constants</a>, Up: <a href="index.html#Top" accesskey="u" rel="up">Top</a> [<a href="index.html#SEC_Contents" title="Table of contents" rel="contents">Contents</a>]</p>
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<a name="Math-Library-Routines-1"></a>
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<h2 class="chapter">2 Math Library Routines</h2>
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<p>The following mathematical functions are available:
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</p>
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<dl compact="compact">
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<dt><code>acosq</code>: arc cosine function</dt>
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<dt><code>acoshq</code>: inverse hyperbolic cosine function</dt>
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<dt><code>asinq</code>: arc sine function</dt>
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<dt><code>asinhq</code>: inverse hyperbolic sine function</dt>
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<dt><code>atanq</code>: arc tangent function</dt>
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<dt><code>atanhq</code>: inverse hyperbolic tangent function</dt>
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<dt><code>atan2q</code>: arc tangent function</dt>
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<dt><code>cbrtq</code>: cube root function</dt>
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<dt><code>ceilq</code>: ceiling value function</dt>
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<dt><code>copysignq</code>: copy sign of a number</dt>
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<dt><code>coshq</code>: hyperbolic cosine function</dt>
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<dt><code>cosq</code>: cosine function</dt>
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<dt><code>erfq</code>: error function</dt>
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<dt><code>erfcq</code>: complementary error function</dt>
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<dt><code>expq</code>: exponential function</dt>
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<dt><code>expm1q</code>: exponential minus 1 function</dt>
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<dt><code>fabsq</code>: absolute value function</dt>
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<dt><code>fdimq</code>: positive difference function</dt>
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<dt><code>finiteq</code>: check finiteness of value</dt>
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<dt><code>floorq</code>: floor value function</dt>
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<dt><code>fmaq</code>: fused multiply and add</dt>
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<dt><code>fmaxq</code>: determine maximum of two values</dt>
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<dt><code>fminq</code>: determine minimum of two values</dt>
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<dt><code>fmodq</code>: remainder value function</dt>
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<dt><code>frexpq</code>: extract mantissa and exponent</dt>
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<dt><code>hypotq</code>: Eucledian distance function</dt>
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<dt><code>ilogbq</code>: get exponent of the value</dt>
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<dt><code>isinfq</code>: check for infinity</dt>
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<dt><code>isnanq</code>: check for not a number</dt>
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<dt><code>j0q</code>: Bessel function of the first kind, first order</dt>
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<dt><code>j1q</code>: Bessel function of the first kind, second order</dt>
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<dt><code>jnq</code>: Bessel function of the first kind, <var>n</var>-th order</dt>
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<dt><code>ldexpq</code>: load exponent of the value</dt>
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<dt><code>lgammaq</code>: logarithmic gamma function</dt>
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<dt><code>llrintq</code>: round to nearest integer value</dt>
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<dt><code>llroundq</code>: round to nearest integer value away from zero</dt>
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<dt><code>logbq</code>: get exponent of the value</dt>
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<dt><code>logq</code>: natural logarithm function</dt>
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<dt><code>log10q</code>: base 10 logarithm function</dt>
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<dt><code>log1pq</code>: compute natural logarithm of the value plus one</dt>
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<dt><code>log2q</code>: base 2 logarithm function</dt>
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<dt><code>lrintq</code>: round to nearest integer value</dt>
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<dt><code>lroundq</code>: round to nearest integer value away from zero</dt>
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<dt><code>modfq</code>: decompose the floating-point number</dt>
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<dt><code>nanq</code>: return quiet NaN</dt>
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<dt><code>nearbyintq</code>: round to nearest integer</dt>
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<dt><code>nextafterq</code>: next representable floating-point number</dt>
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<dt><code>powq</code>: power function</dt>
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<dt><code>remainderq</code>: remainder function</dt>
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<dt><code>remquoq</code>: remainder and part of quotient</dt>
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<dt><code>rintq</code>: round-to-nearest integral value</dt>
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<dt><code>roundq</code>: round-to-nearest integral value, return <code>__float128</code></dt>
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<dt><code>scalblnq</code>: compute exponent using <code>FLT_RADIX</code></dt>
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<dt><code>scalbnq</code>: compute exponent using <code>FLT_RADIX</code></dt>
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<dt><code>signbitq</code>: return sign bit</dt>
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<dt><code>sincosq</code>: calculate sine and cosine simultaneously</dt>
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<dt><code>sinhq</code>: hyperbolic sine function</dt>
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<dt><code>sinq</code>: sine function</dt>
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<dt><code>sqrtq</code>: square root function</dt>
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<dt><code>tanq</code>: tangent function</dt>
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<dt><code>tanhq</code>: hyperbolic tangent function</dt>
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<dt><code>tgammaq</code>: true gamma function</dt>
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<dt><code>truncq</code>: round to integer, towards zero</dt>
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<dt><code>y0q</code>: Bessel function of the second kind, first order</dt>
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<dt><code>y1q</code>: Bessel function of the second kind, second order</dt>
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<dt><code>ynq</code>: Bessel function of the second kind, <var>n</var>-th order</dt>
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<dt><code>cabsq</code> complex absolute value function</dt>
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<dt><code>cargq</code>: calculate the argument</dt>
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<dt><code>cimagq</code> imaginary part of complex number</dt>
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<dt><code>crealq</code>: real part of complex number</dt>
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<dt><code>cacoshq</code>: complex arc hyperbolic cosine function</dt>
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<dt><code>cacosq</code>: complex arc cosine function</dt>
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<dt><code>casinhq</code>: complex arc hyperbolic sine function</dt>
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<dt><code>casinq</code>: complex arc sine function</dt>
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<dt><code>catanhq</code>: complex arc hyperbolic tangent function</dt>
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<dt><code>catanq</code>: complex arc tangent function</dt>
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<dt><code>ccosq</code> complex cosine function:</dt>
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<dt><code>ccoshq</code>: complex hyperbolic cosine function</dt>
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<dt><code>cexpq</code>: complex exponential function</dt>
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<dt><code>cexpiq</code>: computes the exponential function of “i” times a</dt>
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<dd><p>real value
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</p></dd>
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<dt><code>clogq</code>: complex natural logarithm</dt>
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<dt><code>clog10q</code>: complex base 10 logarithm</dt>
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<dt><code>conjq</code>: complex conjugate function</dt>
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<dt><code>cpowq</code>: complex power function</dt>
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<dt><code>cprojq</code>: project into Riemann Sphere</dt>
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<dt><code>csinq</code>: complex sine function</dt>
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<dt><code>csinhq</code>: complex hyperbolic sine function</dt>
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<dt><code>csqrtq</code>: complex square root</dt>
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<dt><code>ctanq</code>: complex tangent function</dt>
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<dt><code>ctanhq</code>: complex hyperbolic tangent function</dt>
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</dl>
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Next: <a href="I_002fO-Library-Routines.html#I_002fO-Library-Routines" accesskey="n" rel="next">I/O Library Routines</a>, Previous: <a href="Typedef-and-constants.html#Typedef-and-constants" accesskey="p" rel="prev">Typedef and constants</a>, Up: <a href="index.html#Top" accesskey="u" rel="up">Top</a> [<a href="index.html#SEC_Contents" title="Table of contents" rel="contents">Contents</a>]</p>
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