Work on subarrays and some comments.

This commit is contained in:
David Williams 2010-03-28 22:18:52 +00:00
parent a9b8e5b0cf
commit 834b747171
3 changed files with 98 additions and 36 deletions

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@ -32,6 +32,14 @@ distribution.
namespace PolyVox
{
/*
This class provides the implementation details behind ArraySizes. It is actually
quite similar to ArraySizes, but an important difference is that it is templatised
whereas ArraySizes is not. This allows us to use a recursive template pattern without
exposing the use of templates to the user.
It is based on the following article: http://www.drdobbs.com/cpp/184401319
*/
template <uint32_t N>
class ArraySizesImpl
{

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@ -34,6 +34,14 @@ namespace PolyVox
{
template <uint32_t noOfDims, typename ElementType> class Array;
/*
This class forms part of the implementation of the Array class. The operator[]
return a SubArray of the next size down, so that multiple []'s can be chained
together. It is a seperate class from Array so that it can have a reduced interface,
and also so that it never takes ownership of the memory to which it points.
It is based on the following article: http://www.drdobbs.com/cpp/184401319
*/
template <uint32_t noOfDims, typename ElementType>
class SubArray
{
@ -41,30 +49,12 @@ namespace PolyVox
friend class SubArray<noOfDims+1, ElementType>;
public:
SubArray<noOfDims-1, ElementType> operator [](uint32_t uIndex)
{
assert(uIndex<m_pDimensions[0]);
return
SubArray<noOfDims-1, ElementType>(&m_pElements[uIndex*m_pOffsets[0]],
m_pDimensions+1, m_pOffsets+1);
}
SubArray<noOfDims-1, ElementType> operator [](uint32_t uIndex);
const SubArray<noOfDims-1, ElementType> operator [](uint32_t uIndex) const
{
assert(uIndex<m_pDimensions[0]);
return
SubArray<noOfDims-1, ElementType>(&m_pElements[uIndex*m_pOffsets[0]],
m_pDimensions+1, m_pOffsets+1);
}
const SubArray<noOfDims-1, ElementType> operator [](uint32_t uIndex) const;
private:
SubArray<noOfDims, ElementType>(ElementType * pElements, uint32_t * pDimensions, uint32_t * pOffsets)
:m_pElements(pElements)
,m_pDimensions(pDimensions)
,m_pOffsets(pOffsets)
,m_uNoOfElements(0)
{
}
SubArray<noOfDims, ElementType>(ElementType * pElements, uint32_t * pDimensions, uint32_t * pOffsets);
uint32_t * m_pDimensions;
uint32_t * m_pOffsets;
@ -79,24 +69,12 @@ namespace PolyVox
friend class SubArray<2, ElementType>;
public:
ElementType & operator [] (uint32_t uIndex)
{
assert(uIndex<m_pDimensions[0]);
return m_pElements[uIndex];
}
ElementType & operator [] (uint32_t uIndex);
const ElementType & operator [] (uint32_t uIndex) const
{
assert(uIndex<m_pDimensions[0]);
return m_pElements[uIndex];
}
const ElementType & operator [] (uint32_t uIndex) const;
private:
SubArray<1, ElementType>(ElementType * pElements, uint32_t * pDimensions, uint32_t * /*pOffsets*/)
:m_pDimensions(pDimensions)
,m_pElements(pElements)
{
}
SubArray<1, ElementType>(ElementType * pElements, uint32_t * pDimensions, uint32_t * /*pOffsets*/);
uint32_t * m_pDimensions;
ElementType * m_pElements;

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@ -0,0 +1,76 @@
#pragma region License
/*******************************************************************************
Copyright (c) 2005-2009 David Williams
This software is provided 'as-is', without any express or implied
warranty. In no event will the authors be held liable for any damages
arising from the use of this software.
Permission is granted to anyone to use this software for any purpose,
including commercial applications, and to alter it and redistribute it
freely, subject to the following restrictions:
1. The origin of this software must not be misrepresented; you must not
claim that you wrote the original software. If you use this software
in a product, an acknowledgment in the product documentation would be
appreciated but is not required.
2. Altered source versions must be plainly marked as such, and must not be
misrepresented as being the original software.
3. This notice may not be removed or altered from any source
distribution.
*******************************************************************************/
#pragma endregion
namespace PolyVox
{
template <uint32_t noOfDims, typename ElementType>
SubArray<noOfDims-1, ElementType> SubArray<noOfDims, ElementType>::operator[](uint32_t uIndex)
{
assert(uIndex<m_pDimensions[0]);
return
SubArray<noOfDims-1, ElementType>(&m_pElements[uIndex*m_pOffsets[0]],
m_pDimensions+1, m_pOffsets+1);
}
template <uint32_t noOfDims, typename ElementType>
const SubArray<noOfDims-1, ElementType> SubArray<noOfDims, ElementType>::operator[](uint32_t uIndex) const
{
assert(uIndex<m_pDimensions[0]);
return
SubArray<noOfDims-1, ElementType>(&m_pElements[uIndex*m_pOffsets[0]],
m_pDimensions+1, m_pOffsets+1);
}
template <uint32_t noOfDims, typename ElementType>
SubArray<noOfDims, ElementType>::SubArray<noOfDims, ElementType>(ElementType * pElements, uint32_t * pDimensions, uint32_t * pOffsets)
:m_pElements(pElements)
,m_pDimensions(pDimensions)
,m_pOffsets(pOffsets)
,m_uNoOfElements(0)
{
}
template <typename ElementType>
ElementType& SubArray<1, ElementType>::operator[] (uint32_t uIndex)
{
assert(uIndex<m_pDimensions[0]);
return m_pElements[uIndex];
}
template <typename ElementType>
const ElementType& SubArray<1, ElementType>::operator[] (uint32_t uIndex) const
{
assert(uIndex<m_pDimensions[0]);
return m_pElements[uIndex];
}
template <typename ElementType>
SubArray<1, ElementType>::SubArray<1, ElementType>(ElementType * pElements, uint32_t * pDimensions, uint32_t * /*pOffsets*/)
:m_pDimensions(pDimensions)
,m_pElements(pElements)
{
}
}//namespace PolyVox