OpenCores
URL https://opencores.org/ocsvn/single-14-segment-display-driver-w-decoder/single-14-segment-display-driver-w-decoder/trunk

Subversion Repositories single-14-segment-display-driver-w-decoder

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   <div id="projectname">Single 14 Segment Display Driver with Limited ASCII Decoder
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   &#160;<span id="projectnumber">0.1</span>
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<div class="title">MATH_REAL Member List</div>  </div>
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<p>This is the complete list of members for <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>, including all inherited members.</p>
68 
<table class="directory">
69 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>&quot;**&quot;</b>X,Y, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
70 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>&quot;**&quot;</b>X,Y, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
71 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>&quot;MOD&quot;</b>X,Y,X,Y, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
72 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>ARCCOS</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
73 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>ARCCOSH</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
74 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>ARCSIN</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
75 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>ARCSINH</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
76 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>ARCTAN</b>Y, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
77 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>ARCTAN</b>Y,X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
78 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>ARCTANH</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
79 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>BASE_EPS</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Constant</span></td></tr>
80 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>CBRT</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
81 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>CEIL</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
82 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>CORDIC</b>X0,Y0,Z0,N,CORDIC_MODE, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
83 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>CORDIC_MODE_TYPE</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Type</span></td></tr>
84 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>COS</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
85 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>COSH</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
86 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>EPSILON</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Constant</span></td></tr>
87 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>EXP</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
88 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>FLOOR</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
89 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>ILOGB</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
90 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>KC</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Constant</span></td></tr>
91 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>LDEXP</b>X,N, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
92 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>LOG</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
93 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>LOG</b>X,BASE, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
94 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>LOG10</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
95 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>LOG2</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
96 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>MATH_E_P10</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Constant</span></td></tr>
97 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>MATH_E_P2</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Constant</span></td></tr>
98 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>MATH_EIGHT_PI</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Constant</span></td></tr>
99 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>MAX_COUNT</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Constant</span></td></tr>
100 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>MAX_ITER</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Constant</span></td></tr>
101 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>NATURAL_VECTOR</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Type</span></td></tr>
102 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>POWER_OF_2_SERIES</b>D,INITIAL_VALUE,NUMBER_OF_VALUES, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
103 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>QUADRANT</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Subtype</span></td></tr>
104 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>REAL_ARR_2</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Subtype</span></td></tr>
105 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>REAL_ARR_3</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Subtype</span></td></tr>
106 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>REAL_VECTOR</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Type</span></td></tr>
107 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>REAL_VECTOR_N</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Subtype</span></td></tr>
108 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>REALMAX</b>X,Y,X,Y, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
109 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>REALMIN</b>X,Y,X,Y, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
110 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>ROUND</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
111 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>SIGN</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
112 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>SIN</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
113 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>SINH</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
114 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>SQRT</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
115 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>TAN</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
116 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>TANH</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
117 
  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>TRUNC</b>X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Function</span></td></tr>
118 
  <tr bgcolor="#f0f0f0"><td class="entry"><b>TWO_AT_MINUS</b> (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Constant</span></td></tr>
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  <tr bgcolor="#f0f0f0" class="even"><td class="entry"><b>UNIFORM</b>SEED1,SEED2,SEED1,SEED2,X, (defined in <a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a>)</td><td class="entry"><a class="el" href="class___m_a_t_h___r_e_a_l.html">MATH_REAL</a></td><td class="entry"><span class="mlabel">Procedure</span></td></tr>
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