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  53. <a name="catanh_002c-catanhf_002d_002d_002dcomplex-arc-hyperbolic-tangent"></a>
  54. <h3 class="section">2.8 <code>catanh</code>, <code>catanhf</code>&mdash;complex arc hyperbolic tangent</h3>
  55. <a name="index-catanh"></a>
  56. <a name="index-catanhf"></a>
  57. <p><strong>Synopsis</strong>
  58. </p><div class="example">
  59. <pre class="example">#include &lt;complex.h&gt;
  60. double complex catanh(double complex <var>z</var>);
  61. float complex catanhf(float complex <var>z</var>);
  62. </pre></div>
  63. <p><strong>Description</strong><br>
  64. These functions compute the complex arc hyperbolic tan of <var>z</var>,
  65. with branch cuts outside the interval [-1, +1] along the
  66. real axis.
  67. </p>
  68. <p><code>catanhf</code> is identical to <code>catanh</code>, except that it performs
  69. its calculations on <code>floats complex</code>.
  70. </p>
  71. <br>
  72. <p><strong>Returns</strong><br>
  73. These functions return the complex arc hyperbolic tangent value,
  74. in the range of a strip mathematically unbounded along the
  75. real axis and in the interval [-i*p/2, +i*p/2] along the
  76. imaginary axis.
  77. </p>
  78. <br>
  79. <p><strong>Portability</strong><br>
  80. <code>catanh</code> and <code>catanhf</code> are ISO C99
  81. </p>
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