The StridedData class manages lists of weights or coordinates. More...

#include <Zoltan2_StridedData.hpp>

Public Member Functions
	StridedData (ArrayRCP< const scalar_t > x, int stride)
	Constructor. More...

	StridedData ()
	Default constructor. A zero-length strided array. More...

lno_t	size () const
	Return the length of the strided array. More...

scalar_t	operator[] (lno_t idx) const
	Access an element of the input array. More...

template<typename T >
void	getInputArray (ArrayRCP< const T > &array) const
	Create a contiguous array of the required type, perhaps for a TPL. More...

void	getStridedList (ArrayRCP< const scalar_t > &vec, int &stride) const
	Get a reference counted pointer to the input. More...

void	getStridedList (size_t &len, const scalar_t *&vec, int &stride) const
	Get the raw input information. More...

StridedData &	operator= (const StridedData &sInput)
	Assignment operator. More...

Detailed Description

template<typename lno_t, typename scalar_t>
class Zoltan2::StridedData< lno_t, scalar_t >

The StridedData class manages lists of weights or coordinates.

A likely representation for multi-dimensional weights or coordinates is an array ordered by identifier by dimension, or vice versa. The purposes of this class:

to make it easy for applications to supply these arrays to Zoltan2.
to provide a [] operator for algorithm's access to strided arrays.
to create contiguous arrays of weights or coordinates if needed by the algorithm.
to create a contiguous array of weights using the data type required by the algorithm.

If we need to modify weights (say convert floating point weights to integers for a third party library) methods to do this could be added here.

Definition at line 41 of file Zoltan2_StridedData.hpp.

Constructor & Destructor Documentation

template<typename lno_t , typename scalar_t >

Zoltan2::StridedData< lno_t, scalar_t >::StridedData	(	ArrayRCP< const scalar_t >	x,
		int	stride
	)

inline

Constructor.

Parameters

x	x[0] is the first element of the array. The subsequent elements are at x[i * `stride`].
stride	the stride of the elements in the strided array.

Definition at line 54 of file Zoltan2_StridedData.hpp.

template<typename lno_t , typename scalar_t >

Zoltan2::StridedData< lno_t, scalar_t >::StridedData ( )

inline

Default constructor. A zero-length strided array.

Definition at line 60 of file Zoltan2_StridedData.hpp.

Member Function Documentation

template<typename lno_t , typename scalar_t >

lno_t Zoltan2::StridedData< lno_t, scalar_t >::size ( ) const

inline

Return the length of the strided array.

The length may be longer than the number of values because the stride may be greater than one.

Definition at line 68 of file Zoltan2_StridedData.hpp.

template<typename lno_t , typename scalar_t >

scalar_t Zoltan2::StridedData< lno_t, scalar_t >::operator[] ( lno_t idx ) const

inline

Access an element of the input array.

Parameters

idx	The logical index of the element in the strided array.

For performance, this is inline and no error checking.

Definition at line 76 of file Zoltan2_StridedData.hpp.

template<typename lno_t , typename scalar_t >

template<typename T >

void Zoltan2::StridedData< lno_t, scalar_t >::getInputArray ( ArrayRCP< const T > & array ) const

Create a contiguous array of the required type, perhaps for a TPL.

TODO: if are there particular conversions we would like to do for TPLs, we can add methods to do that. Here we just essentially cast. If the cast is not valid (like double to float) an exception is thrown.

Definition at line 166 of file Zoltan2_StridedData.hpp.

template<typename lno_t , typename scalar_t >

void Zoltan2::StridedData< lno_t, scalar_t >::getStridedList	(	ArrayRCP< const scalar_t > &	vec,
		int &	stride
	)		const

inline

Get a reference counted pointer to the input.

Parameters

vec	on return is a reference counted pointer to the input. Element `k` is at `vec[k*stride]`.
stride	is describes the layout of the input in `vec`.

Definition at line 94 of file Zoltan2_StridedData.hpp.

template<typename lno_t , typename scalar_t >

void Zoltan2::StridedData< lno_t, scalar_t >::getStridedList	(	size_t &	len,
		const scalar_t *&	vec,
		int &	stride
	)		const

inline

Get the raw input information.

Parameters

len	on return is the length of storage at `vec`. This will be some multiple of stride.
vec	on return is a pointer to the input. Element `k` is at `vec[k*stride]`.
stride	is describes the layout of the input in `vec`.

Definition at line 107 of file Zoltan2_StridedData.hpp.

template<typename lno_t , typename scalar_t >

StridedData& Zoltan2::StridedData< lno_t, scalar_t >::operator= ( const StridedData< lno_t, scalar_t > & sInput )

inline

Assignment operator.

Definition at line 117 of file Zoltan2_StridedData.hpp.

The documentation for this class was generated from the following file:

Zoltan2_StridedData.hpp

Public Member Functions

Detailed Description

template<typename lno_t, typename scalar_t> class Zoltan2::StridedData< lno_t, scalar_t >

Constructor & Destructor Documentation

Member Function Documentation

template<typename lno_t, typename scalar_t>
class Zoltan2::StridedData< lno_t, scalar_t >