source: src/Fragmentation/Summation/OrthogonalSummation.hpp

Candidate_v1.6.1
Last change on this file was ff7ac6, checked in by Frederik Heber <heber@…>, 8 years ago

BREAKS: Summation and OrthogonalSummation both now allow to set a specific "ZeroInstance".

  • this replaces then the default ZeroInstance<T> used and may be used to enforce specific parameters in the summation, e.g. a smaller grid when summing SamplingGrid.
  • Note that this breaks all long-range results for the moment. The reason is that so far the ZeroInstance was effectively the first result/contribution upon which all others were summed. This worked because each fragment used the same grid size, namely the one of the global grid. With the independent fragment grids this will no longer be possible, which is why we introduce the possibility to set a specific ZeroInstance, i.e. providing the global grid to sum onto externally.
  • to be absolutely precise: The reasons why the tests break is that the little change in ::Sum(): sum =.. -> sum +=..
  • TESTS: Setting regression tests AnalyseFragmentResults to failed.
  • Property mode set to 100644
File size: 2.4 KB
Line 
1/*
2 * OrthogonalSummation.hpp
3 *
4 * Created on: Jun 25, 2012
5 * Author: heber
6 */
7
8#ifndef ORTHOGONALSUMMATION_HPP_
9#define ORTHOGONALSUMMATION_HPP_
10
11
12// include config.h
13#ifdef HAVE_CONFIG_H
14#include <config.h>
15#endif
16
17#include <map>
18
19#include "SetValue.hpp"
20#include "SubsetMap.hpp"
21#include "SetValueMap.hpp"
22
23/** OrthogonalSummation is a functor executing an orthogonal summation of SetValue's
24 * that are each associated to a certain IndexSet whose union is a SetOfIndexSets.
25 *
26 * For the given class we require the following functions:
27 * -# operator=(): assignment operator for placement in vector
28 * -# operator+=(): addition operator for adding one instance from another
29 * -# operator-=(): subtraction operator for subtracting one instance from another
30 * -# operator<<(): output operator
31 */
32template <class T>
33class OrthogonalSummation
34{
35public:
36 typedef std::vector< IndexSet::ptr > InputSets_t;
37 typedef std::vector< T > InputValues_t;
38 OrthogonalSummation(InputSets_t &indices, InputValues_t& values, SubsetMap::ptr _subsetmap = SubsetMap::ptr());
39
40 /** Performs the orthogonal summation and returns result.
41 *
42 * @param level sum up to this level
43 * @return resulting value
44 */
45 T operator()(const size_t level) const;
46
47 /** Returns const reference to internal setvalues.
48 *
49 * @return const reference to internal setvalues.
50 */
51 const SetValueMap<T> & getSetValues() const {
52 return setvalues;
53 }
54
55 /** Setter for the zero instance to use as the base in summation.
56 *
57 * This may be used to force some parameters in the summation. We
58 * will use this value to set the initial value and all contributions
59 * are added via operator+(). E.g. In summing SamplingGrid (charge
60 * grids) we may use this instance to enforce a smaller grid size
61 * in the summation of the contributions if fragments have been
62 * calculated at a much higher grid level.
63 *
64 * \param _zeroinstance
65 */
66 void setZeroInstance(const T &_zeroinstance)
67 {
68 zeroinstance = _zeroinstance;
69 }
70
71private:
72 T Sum(const size_t level) const;
73
74private:
75 //!> SubsetTree with the tree-like structure of subsets
76 SubsetMap::ptr subsetmap;
77 //!> set of all subset values
78 SetValueMap<T> setvalues;
79 //!> base/"zero" instance to sum upon, defaults to ZeroInstance<T>
80 T zeroinstance;
81};
82
83#include "OrthogonalSummation_impl.hpp"
84
85#endif /* ORTHOGONALSUMMATION_HPP_ */
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