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From er...@apache.org
Subject [19/51] [partial] commons-complex git commit: Removed "site-content" directory.
Date Fri, 06 Jan 2017 17:09:59 GMT
http://git-wip-us.apache.org/repos/asf/commons-complex/blob/b3576eeb/site-content/.svn/pristine/04/04aeee60e3967a254f9f06aea96a90bac786a7ec.svn-base
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-<title>AdamsNordsieckTransformerTest xref</title>
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-<a class="jxr_linenumber" name="L1" href="#L1">1</a>   <em class="jxr_comment">/*</em>
-<a class="jxr_linenumber" name="L2" href="#L2">2</a>   <em class="jxr_comment"> * Licensed to the Apache Software Foundation (ASF) under one or more</em>
-<a class="jxr_linenumber" name="L3" href="#L3">3</a>   <em class="jxr_comment"> * contributor license agreements.  See the NOTICE file distributed with</em>
-<a class="jxr_linenumber" name="L4" href="#L4">4</a>   <em class="jxr_comment"> * this work for additional information regarding copyright ownership.</em>
-<a class="jxr_linenumber" name="L5" href="#L5">5</a>   <em class="jxr_comment"> * The ASF licenses this file to You under the Apache License, Version 2.0</em>
-<a class="jxr_linenumber" name="L6" href="#L6">6</a>   <em class="jxr_comment"> * (the "License"); you may not use this file except in compliance with</em>
-<a class="jxr_linenumber" name="L7" href="#L7">7</a>   <em class="jxr_comment"> * the License.  You may obtain a copy of the License at</em>
-<a class="jxr_linenumber" name="L8" href="#L8">8</a>   <em class="jxr_comment"> *</em>
-<a class="jxr_linenumber" name="L9" href="#L9">9</a>   <em class="jxr_comment"> *      <a href="http://www.apache.org/licenses/LICENSE-2." target="alexandria_uri">http://www.apache.org/licenses/LICENSE-2.</a>0</em>
-<a class="jxr_linenumber" name="L10" href="#L10">10</a>  <em class="jxr_comment"> *</em>
-<a class="jxr_linenumber" name="L11" href="#L11">11</a>  <em class="jxr_comment"> * Unless required by applicable law or agreed to in writing, software</em>
-<a class="jxr_linenumber" name="L12" href="#L12">12</a>  <em class="jxr_comment"> * distributed under the License is distributed on an "AS IS" BASIS,</em>
-<a class="jxr_linenumber" name="L13" href="#L13">13</a>  <em class="jxr_comment"> * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.</em>
-<a class="jxr_linenumber" name="L14" href="#L14">14</a>  <em class="jxr_comment"> * See the License for the specific language governing permissions and</em>
-<a class="jxr_linenumber" name="L15" href="#L15">15</a>  <em class="jxr_comment"> * limitations under the License.</em>
-<a class="jxr_linenumber" name="L16" href="#L16">16</a>  <em class="jxr_comment"> */</em>
-<a class="jxr_linenumber" name="L17" href="#L17">17</a>  
-<a class="jxr_linenumber" name="L18" href="#L18">18</a>  <strong class="jxr_keyword">package</strong> org.apache.commons.math3.ode.nonstiff;
-<a class="jxr_linenumber" name="L19" href="#L19">19</a>  
-<a class="jxr_linenumber" name="L20" href="#L20">20</a>  
-<a class="jxr_linenumber" name="L21" href="#L21">21</a>  <strong class="jxr_keyword">import</strong> org.apache.commons.math3.analysis.UnivariateFunction;
-<a class="jxr_linenumber" name="L22" href="#L22">22</a>  <strong class="jxr_keyword">import</strong> org.apache.commons.math3.analysis.polynomials.PolynomialFunction;
-<a class="jxr_linenumber" name="L23" href="#L23">23</a>  <strong class="jxr_keyword">import</strong> org.apache.commons.math3.linear.Array2DRowRealMatrix;
-<a class="jxr_linenumber" name="L24" href="#L24">24</a>  <strong class="jxr_keyword">import</strong> org.junit.Assert;
-<a class="jxr_linenumber" name="L25" href="#L25">25</a>  <strong class="jxr_keyword">import</strong> org.junit.Test;
-<a class="jxr_linenumber" name="L26" href="#L26">26</a>  
-<a class="jxr_linenumber" name="L27" href="#L27">27</a>  <strong class="jxr_keyword">public</strong> <strong class="jxr_keyword">class</strong> <a href="../../../../../../org/apache/commons/math3/ode/nonstiff/AdamsNordsieckTransformerTest.html">AdamsNordsieckTransformerTest</a> {
-<a class="jxr_linenumber" name="L28" href="#L28">28</a>  
-<a class="jxr_linenumber" name="L29" href="#L29">29</a>      @Test
-<a class="jxr_linenumber" name="L30" href="#L30">30</a>      <strong class="jxr_keyword">public</strong> <strong class="jxr_keyword">void</strong> testPolynomialExtraDerivative() {
-<a class="jxr_linenumber" name="L31" href="#L31">31</a>          checkNordsieckStart(<strong class="jxr_keyword">new</strong> PolynomialFunction(<strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[] { 6, 5, 4, 3, 2, 1 }),
-<a class="jxr_linenumber" name="L32" href="#L32">32</a>                              5, 0.0, 0.125, 3.2e-16);
-<a class="jxr_linenumber" name="L33" href="#L33">33</a>      }
-<a class="jxr_linenumber" name="L34" href="#L34">34</a>  
-<a class="jxr_linenumber" name="L35" href="#L35">35</a>      @Test
-<a class="jxr_linenumber" name="L36" href="#L36">36</a>      <strong class="jxr_keyword">public</strong> <strong class="jxr_keyword">void</strong> testPolynomialRegular() {
-<a class="jxr_linenumber" name="L37" href="#L37">37</a>          checkNordsieckStart(<strong class="jxr_keyword">new</strong> PolynomialFunction(<strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[] { 6, 5, 4, 3, 2, 1 }),
-<a class="jxr_linenumber" name="L38" href="#L38">38</a>                              4, 0.0, 0.125, 3.1e-16);
-<a class="jxr_linenumber" name="L39" href="#L39">39</a>      }
-<a class="jxr_linenumber" name="L40" href="#L40">40</a>  
-<a class="jxr_linenumber" name="L41" href="#L41">41</a>      @Test
-<a class="jxr_linenumber" name="L42" href="#L42">42</a>      <strong class="jxr_keyword">public</strong> <strong class="jxr_keyword">void</strong> testPolynomialMissingLastDerivative() {
-<a class="jxr_linenumber" name="L43" href="#L43">43</a>          <em class="jxr_comment">// this test intentionally uses not enough start points,</em>
-<a class="jxr_linenumber" name="L44" href="#L44">44</a>          <em class="jxr_comment">// the Nordsieck vector is therefore not expected to match the exact scaled derivatives</em>
-<a class="jxr_linenumber" name="L45" href="#L45">45</a>          checkNordsieckStart(<strong class="jxr_keyword">new</strong> PolynomialFunction(<strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[] { 6, 5, 4, 3, 2, 1 }),
-<a class="jxr_linenumber" name="L46" href="#L46">46</a>                              3, 0.0, 0.125, 1.6e-4);
-<a class="jxr_linenumber" name="L47" href="#L47">47</a>      }
-<a class="jxr_linenumber" name="L48" href="#L48">48</a>  
-<a class="jxr_linenumber" name="L49" href="#L49">49</a>      @Test
-<a class="jxr_linenumber" name="L50" href="#L50">50</a>      <strong class="jxr_keyword">public</strong> <strong class="jxr_keyword">void</strong> testTransformExact() {
-<a class="jxr_linenumber" name="L51" href="#L51">51</a>          <em class="jxr_comment">// a 5 steps transformer handles a degree 5 polynomial exactly</em>
-<a class="jxr_linenumber" name="L52" href="#L52">52</a>          <em class="jxr_comment">// the Nordsieck vector holds the full information about the function</em>
-<a class="jxr_linenumber" name="L53" href="#L53">53</a>          <em class="jxr_comment">// transforming the vector from t0 to t0+h or recomputing it from scratch</em>
-<a class="jxr_linenumber" name="L54" href="#L54">54</a>          <em class="jxr_comment">// at t0+h yields the same result</em>
-<a class="jxr_linenumber" name="L55" href="#L55">55</a>          checkTransform(<strong class="jxr_keyword">new</strong> PolynomialFunction(<strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[] { 6, 5, 4, 3, 2, 1 }), 5, 2.567e-15);
-<a class="jxr_linenumber" name="L56" href="#L56">56</a>      }
-<a class="jxr_linenumber" name="L57" href="#L57">57</a>  
-<a class="jxr_linenumber" name="L58" href="#L58">58</a>      @Test
-<a class="jxr_linenumber" name="L59" href="#L59">59</a>      <strong class="jxr_keyword">public</strong> <strong class="jxr_keyword">void</strong> testTransformInexact() {
-<a class="jxr_linenumber" name="L60" href="#L60">60</a>          <em class="jxr_comment">// a 4 steps transformer cannot handle a degree 5 polynomial exactly</em>
-<a class="jxr_linenumber" name="L61" href="#L61">61</a>          <em class="jxr_comment">// the Nordsieck vector lacks some high degree information about the function</em>
-<a class="jxr_linenumber" name="L62" href="#L62">62</a>          <em class="jxr_comment">// transforming the vector from t0 to t0+h or recomputing it from scratch</em>
-<a class="jxr_linenumber" name="L63" href="#L63">63</a>          <em class="jxr_comment">// at t0+h yields different results</em>
-<a class="jxr_linenumber" name="L64" href="#L64">64</a>          checkTransform(<strong class="jxr_keyword">new</strong> PolynomialFunction(<strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[] { 6, 5, 4, 3, 2, 1 }), 4, 5.658e-4);
-<a class="jxr_linenumber" name="L65" href="#L65">65</a>      }
-<a class="jxr_linenumber" name="L66" href="#L66">66</a>  
-<a class="jxr_linenumber" name="L67" href="#L67">67</a>      <strong class="jxr_keyword">private</strong> <strong class="jxr_keyword">void</strong> checkNordsieckStart(<strong class="jxr_keyword">final</strong> PolynomialFunction polynomial, <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">int</strong> nbSteps, <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong> t0,
-<a class="jxr_linenumber" name="L68" href="#L68">68</a>                                       <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong> h, <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong> epsilon) {
-<a class="jxr_linenumber" name="L69" href="#L69">69</a>  
-<a class="jxr_linenumber" name="L70" href="#L70">70</a>          <strong class="jxr_keyword">final</strong> AdamsNordsieckTransformer transformer = AdamsNordsieckTransformer.getInstance(nbSteps);
-<a class="jxr_linenumber" name="L71" href="#L71">71</a>          PolynomialFunction derivative = polynomial.polynomialDerivative();
-<a class="jxr_linenumber" name="L72" href="#L72">72</a>          <strong class="jxr_keyword">final</strong> Array2DRowRealMatrix nordsieck = start(transformer, nbSteps, t0, h, polynomial, derivative);
-<a class="jxr_linenumber" name="L73" href="#L73">73</a>  
-<a class="jxr_linenumber" name="L74" href="#L74">74</a>          Assert.assertEquals(nbSteps - 1, nordsieck.getRowDimension());
-<a class="jxr_linenumber" name="L75" href="#L75">75</a>          <strong class="jxr_keyword">double</strong> coeff = h;
-<a class="jxr_linenumber" name="L76" href="#L76">76</a>          <strong class="jxr_keyword">for</strong> (<strong class="jxr_keyword">int</strong> i = 0; i &lt; nordsieck.getRowDimension(); ++i) {
-<a class="jxr_linenumber" name="L77" href="#L77">77</a>              coeff *= h / (i + 2);
-<a class="jxr_linenumber" name="L78" href="#L78">78</a>              derivative = derivative.polynomialDerivative();
-<a class="jxr_linenumber" name="L79" href="#L79">79</a>              Assert.assertEquals(derivative.value(t0) * coeff, nordsieck.getEntry(i, 0), epsilon);
-<a class="jxr_linenumber" name="L80" href="#L80">80</a>          }
-<a class="jxr_linenumber" name="L81" href="#L81">81</a>  
-<a class="jxr_linenumber" name="L82" href="#L82">82</a>      }
-<a class="jxr_linenumber" name="L83" href="#L83">83</a>  
-<a class="jxr_linenumber" name="L84" href="#L84">84</a>      <strong class="jxr_keyword">private</strong> <strong class="jxr_keyword">void</strong> checkTransform(<strong class="jxr_keyword">final</strong> PolynomialFunction polynomial, <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">int</strong> nbSteps, <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong> expectedError) {
-<a class="jxr_linenumber" name="L85" href="#L85">85</a>  
-<a class="jxr_linenumber" name="L86" href="#L86">86</a>          <strong class="jxr_keyword">final</strong> AdamsNordsieckTransformer transformer = AdamsNordsieckTransformer.getInstance(nbSteps);
-<a class="jxr_linenumber" name="L87" href="#L87">87</a>          <strong class="jxr_keyword">final</strong> PolynomialFunction derivative = polynomial.polynomialDerivative();
-<a class="jxr_linenumber" name="L88" href="#L88">88</a>  
-<a class="jxr_linenumber" name="L89" href="#L89">89</a>          <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong> t0 = 0.0;
-<a class="jxr_linenumber" name="L90" href="#L90">90</a>          <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong> h  = 0.125;
-<a class="jxr_linenumber" name="L91" href="#L91">91</a>          <strong class="jxr_keyword">final</strong> Array2DRowRealMatrix n0 = start(transformer, nbSteps, t0, h, polynomial, derivative);
-<a class="jxr_linenumber" name="L92" href="#L92">92</a>          <strong class="jxr_keyword">final</strong> Array2DRowRealMatrix n1 = transformer.updateHighOrderDerivativesPhase1(n0);
-<a class="jxr_linenumber" name="L93" href="#L93">93</a>          transformer.updateHighOrderDerivativesPhase2(<strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[] { h * derivative.value(t0)     },
-<a class="jxr_linenumber" name="L94" href="#L94">94</a>                                                       <strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[] { h * derivative.value(t0 + h) },
-<a class="jxr_linenumber" name="L95" href="#L95">95</a>                                                       n1);
-<a class="jxr_linenumber" name="L96" href="#L96">96</a>          <strong class="jxr_keyword">final</strong> Array2DRowRealMatrix n2 = start(transformer, nbSteps, t0 + h, h, polynomial, derivative);
-<a class="jxr_linenumber" name="L97" href="#L97">97</a>  
-<a class="jxr_linenumber" name="L98" href="#L98">98</a>          Assert.assertEquals(expectedError, n2.subtract(n1).getNorm(), expectedError * 0.001);
-<a class="jxr_linenumber" name="L99" href="#L99">99</a>  
-<a class="jxr_linenumber" name="L100" href="#L100">100</a>     }
-<a class="jxr_linenumber" name="L101" href="#L101">101</a> 
-<a class="jxr_linenumber" name="L102" href="#L102">102</a>     <strong class="jxr_keyword">private</strong> Array2DRowRealMatrix start(<strong class="jxr_keyword">final</strong> AdamsNordsieckTransformer transformer, <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">int</strong> nbSteps,
-<a class="jxr_linenumber" name="L103" href="#L103">103</a>                                        <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong> t0, <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong> h,
-<a class="jxr_linenumber" name="L104" href="#L104">104</a>                                        <strong class="jxr_keyword">final</strong> UnivariateFunction f0, <strong class="jxr_keyword">final</strong> UnivariateFunction f1) {
-<a class="jxr_linenumber" name="L105" href="#L105">105</a> 
-<a class="jxr_linenumber" name="L106" href="#L106">106</a>         <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">int</strong>        nbStartPoints = (nbSteps + 3) / 2;
-<a class="jxr_linenumber" name="L107" href="#L107">107</a>         <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong>[]   t             = <strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[nbStartPoints];
-<a class="jxr_linenumber" name="L108" href="#L108">108</a>         <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong>[][] y             = <strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[nbStartPoints][1];
-<a class="jxr_linenumber" name="L109" href="#L109">109</a>         <strong class="jxr_keyword">final</strong> <strong class="jxr_keyword">double</strong>[][] yDot          = <strong class="jxr_keyword">new</strong> <strong class="jxr_keyword">double</strong>[nbStartPoints][1];
-<a class="jxr_linenumber" name="L110" href="#L110">110</a>         <strong class="jxr_keyword">for</strong> (<strong class="jxr_keyword">int</strong> i = 0; i &lt; nbStartPoints; ++i) {
-<a class="jxr_linenumber" name="L111" href="#L111">111</a>             t[i]       = t0 + i * h;
-<a class="jxr_linenumber" name="L112" href="#L112">112</a>             y[i][0]    = f0.value(t[i]);
-<a class="jxr_linenumber" name="L113" href="#L113">113</a>             yDot[i][0] = f1.value(t[i]);
-<a class="jxr_linenumber" name="L114" href="#L114">114</a>         }
-<a class="jxr_linenumber" name="L115" href="#L115">115</a> 
-<a class="jxr_linenumber" name="L116" href="#L116">116</a>         <strong class="jxr_keyword">return</strong> transformer.initializeHighOrderDerivatives(h, t, y, yDot);
-<a class="jxr_linenumber" name="L117" href="#L117">117</a> 
-<a class="jxr_linenumber" name="L118" href="#L118">118</a>     }
-<a class="jxr_linenumber" name="L119" href="#L119">119</a> 
-<a class="jxr_linenumber" name="L120" href="#L120">120</a> }
-</pre>
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-<div id="footer">Copyright &#169; 2003&#x2013;2016 <a href="http://www.apache.org/">The Apache Software Foundation</a>. All rights reserved.</div>
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http://git-wip-us.apache.org/repos/asf/commons-complex/blob/b3576eeb/site-content/.svn/pristine/04/04af0f59716446dac95a14e7e520cd3907572ec4.svn-base
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http://git-wip-us.apache.org/repos/asf/commons-complex/blob/b3576eeb/site-content/.svn/pristine/04/04b3d9fe10d8843f831d0406e0b83a74bbe98be0.svn-base
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-<div id="overview"><a href="../../../../../../apidocs/org/apache/commons/math3/random/GaussianRandomGenerator.html">View Javadoc</a></div><pre>
-<a class="jxr_linenumber" name="L1" href="#L1">1</a>   <em class="jxr_comment">/*</em>
-<a class="jxr_linenumber" name="L2" href="#L2">2</a>   <em class="jxr_comment"> * Licensed to the Apache Software Foundation (ASF) under one or more</em>
-<a class="jxr_linenumber" name="L3" href="#L3">3</a>   <em class="jxr_comment"> * contributor license agreements.  See the NOTICE file distributed with</em>
-<a class="jxr_linenumber" name="L4" href="#L4">4</a>   <em class="jxr_comment"> * this work for additional information regarding copyright ownership.</em>
-<a class="jxr_linenumber" name="L5" href="#L5">5</a>   <em class="jxr_comment"> * The ASF licenses this file to You under the Apache License, Version 2.0</em>
-<a class="jxr_linenumber" name="L6" href="#L6">6</a>   <em class="jxr_comment"> * (the "License"); you may not use this file except in compliance with</em>
-<a class="jxr_linenumber" name="L7" href="#L7">7</a>   <em class="jxr_comment"> * the License.  You may obtain a copy of the License at</em>
-<a class="jxr_linenumber" name="L8" href="#L8">8</a>   <em class="jxr_comment"> *</em>
-<a class="jxr_linenumber" name="L9" href="#L9">9</a>   <em class="jxr_comment"> *      <a href="http://www.apache.org/licenses/LICENSE-2." target="alexandria_uri">http://www.apache.org/licenses/LICENSE-2.</a>0</em>
-<a class="jxr_linenumber" name="L10" href="#L10">10</a>  <em class="jxr_comment"> *</em>
-<a class="jxr_linenumber" name="L11" href="#L11">11</a>  <em class="jxr_comment"> * Unless required by applicable law or agreed to in writing, software</em>
-<a class="jxr_linenumber" name="L12" href="#L12">12</a>  <em class="jxr_comment"> * distributed under the License is distributed on an "AS IS" BASIS,</em>
-<a class="jxr_linenumber" name="L13" href="#L13">13</a>  <em class="jxr_comment"> * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.</em>
-<a class="jxr_linenumber" name="L14" href="#L14">14</a>  <em class="jxr_comment"> * See the License for the specific language governing permissions and</em>
-<a class="jxr_linenumber" name="L15" href="#L15">15</a>  <em class="jxr_comment"> * limitations under the License.</em>
-<a class="jxr_linenumber" name="L16" href="#L16">16</a>  <em class="jxr_comment"> */</em>
-<a class="jxr_linenumber" name="L17" href="#L17">17</a>  
-<a class="jxr_linenumber" name="L18" href="#L18">18</a>  <strong class="jxr_keyword">package</strong> org.apache.commons.math3.random;
-<a class="jxr_linenumber" name="L19" href="#L19">19</a>  
-<a class="jxr_linenumber" name="L20" href="#L20">20</a>  <em class="jxr_javadoccomment">/**</em>
-<a class="jxr_linenumber" name="L21" href="#L21">21</a>  <em class="jxr_javadoccomment"> * This class is a gaussian normalized random generator for scalars.</em>
-<a class="jxr_linenumber" name="L22" href="#L22">22</a>  <em class="jxr_javadoccomment"> * &lt;p&gt;This class is a simple wrapper around the {@link</em>
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-<a class="jxr_linenumber" name="L26" href="#L26">26</a>  
-<a class="jxr_linenumber" name="L27" href="#L27">27</a>  <strong class="jxr_keyword">public</strong> <strong class="jxr_keyword">class</strong> <a href="../../../../../org/apache/commons/math3/random/GaussianRandomGenerator.html">GaussianRandomGenerator</a> <strong class="jxr_keyword">implements</strong> <a href="../../../../../org/apache/commons/math3/random/NormalizedRandomGenerator.html">NormalizedRandomGenerator</a> {
-<a class="jxr_linenumber" name="L28" href="#L28">28</a>  
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-<a class="jxr_linenumber" name="L30" href="#L30">30</a>      <strong class="jxr_keyword">private</strong> <strong class="jxr_keyword">final</strong> <a href="../../../../../org/apache/commons/math3/random/RandomGenerator.html">RandomGenerator</a> generator;
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-<a class="jxr_linenumber" name="L38" href="#L38">38</a>  
-<a class="jxr_linenumber" name="L39" href="#L39">39</a>      <em class="jxr_javadoccomment">/** Generate a random scalar with null mean and unit standard deviation.</em>
-<a class="jxr_linenumber" name="L40" href="#L40">40</a>  <em class="jxr_javadoccomment">     * @return a random scalar with null mean and unit standard deviation</em>
-<a class="jxr_linenumber" name="L41" href="#L41">41</a>  <em class="jxr_javadoccomment">     */</em>
-<a class="jxr_linenumber" name="L42" href="#L42">42</a>      <strong class="jxr_keyword">public</strong> <strong class="jxr_keyword">double</strong> nextNormalizedDouble() {
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-<div id="footer">Copyright &#169; 2003&#x2013;2016 <a href="http://www.apache.org/">The Apache Software Foundation</a>. All rights reserved.</div>
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http://git-wip-us.apache.org/repos/asf/commons-complex/blob/b3576eeb/site-content/.svn/pristine/04/04beee1b647717925422b9ebde79ca0de8b5aa7f.svn-base
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diff --git a/site-content/.svn/pristine/04/04beee1b647717925422b9ebde79ca0de8b5aa7f.svn-base b/site-content/.svn/pristine/04/04beee1b647717925422b9ebde79ca0de8b5aa7f.svn-base
deleted file mode 100644
index 08523a8..0000000
--- a/site-content/.svn/pristine/04/04beee1b647717925422b9ebde79ca0de8b5aa7f.svn-base
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-<h2 title="Enum Hierarchy">Enum Hierarchy</h2>
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