Coverage Report - org.apache.commons.nabla.automatic.arithmetic.DDivTransformer2
 
Classes in this File Line Coverage Branch Coverage Complexity
DDivTransformer2
100%
18/18
N/A
1
DDivTransformer2$1
N/A
N/A
1
DDivTransformer2$LazyHolder
100%
2/2
N/A
1
 
 1  
 /*
 2  
  * Licensed to the Apache Software Foundation (ASF) under one or more
 3  
  * contributor license agreements.  See the NOTICE file distributed with
 4  
  * this work for additional information regarding copyright ownership.
 5  
  * The ASF licenses this file to You under the Apache License, Version 2.0
 6  
  * (the "License"); you may not use this file except in compliance with
 7  
  * the License.  You may obtain a copy of the License at
 8  
  *
 9  
  *      http://www.apache.org/licenses/LICENSE-2.0
 10  
  *
 11  
  * Unless required by applicable law or agreed to in writing, software
 12  
  * distributed under the License is distributed on an "AS IS" BASIS,
 13  
  * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
 14  
  * See the License for the specific language governing permissions and
 15  
  * limitations under the License.
 16  
  */
 17  
 package org.apache.commons.nabla.automatic.arithmetic;
 18  
 
 19  
 import org.apache.commons.nabla.automatic.analysis.InstructionsTransformer;
 20  
 import org.apache.commons.nabla.automatic.analysis.MethodDifferentiator;
 21  
 import org.apache.commons.nabla.core.DifferentiationException;
 22  
 import org.objectweb.asm.Opcodes;
 23  
 import org.objectweb.asm.tree.AbstractInsnNode;
 24  
 import org.objectweb.asm.tree.InsnList;
 25  
 import org.objectweb.asm.tree.InsnNode;
 26  
 import org.objectweb.asm.tree.VarInsnNode;
 27  
 
 28  
 /** Differentiation transformer for DDIV instructions.
 29  
  * <p>This transformer is used when only the second argument
 30  
  * of DDIV is an expanded differential pair. It implements the
 31  
  * classical differentiation rules for division.</p>
 32  
  * @see DDivTransformer1
 33  
  * @see DDivTransformer12
 34  
  */
 35  1
 public class DDivTransformer2 implements InstructionsTransformer {
 36  
 
 37  
     /** Holder for the singleton instance.*/
 38  2
     private static class LazyHolder  {
 39  
         /** The singleton instance. */
 40  1
         private static final InstructionsTransformer INSTANCE = new DDivTransformer2();
 41  
     }
 42  
 
 43  
     /** Hidden constructor.
 44  
      */
 45  1
     private DDivTransformer2() {
 46  1
     }
 47  
 
 48  
     /** Get the singleton instance.
 49  
      * <p>We use here the Initialization on Demand Holder idiom.</p>
 50  
      * @return the singleton instance
 51  
      */
 52  
     public static InstructionsTransformer getInstance() {
 53  2
         return LazyHolder.INSTANCE;
 54  
     }
 55  
 
 56  
     /** {@inheritDoc} */
 57  
     public InsnList getReplacement(final AbstractInsnNode insn,
 58  
                                    final MethodDifferentiator methodDifferentiator)
 59  
         throws DifferentiationException {
 60  
 
 61  2
         final int tmp1 = methodDifferentiator.getTmp(1);
 62  2
         final int tmp2 = methodDifferentiator.getTmp(2);
 63  2
         final InsnList list = new InsnList();
 64  
 
 65  
         // operand stack initial state: a, b0, b1
 66  2
         list.add(new VarInsnNode(Opcodes.DSTORE, tmp1)); // => a, b0
 67  2
         list.add(new InsnNode(Opcodes.DUP2));            // => a, b0, b0
 68  2
         list.add(new VarInsnNode(Opcodes.DSTORE, tmp2)); // => a, b0
 69  2
         list.add(new InsnNode(Opcodes.DDIV));            // => a/b0
 70  2
         list.add(new InsnNode(Opcodes.DUP2));            // => a/b0, a/b0
 71  2
         list.add(new VarInsnNode(Opcodes.DLOAD,  tmp1)); // => a/b0, a/b0, b1
 72  2
         list.add(new InsnNode(Opcodes.DMUL));            // => a/b0, a*b1/b0
 73  2
         list.add(new VarInsnNode(Opcodes.DLOAD,  tmp2)); // => a/b0, a*b1/b0, b0
 74  2
         list.add(new InsnNode(Opcodes.DDIV));            // => a/b0, a*b1/b0^2
 75  2
         list.add(new InsnNode(Opcodes.DNEG));            // => a/b0, -a*b1/b0^2
 76  
 
 77  2
         return list;
 78  
 
 79  
     }
 80  
 
 81  
 }