plb::HermiteTemplate< T, Descriptor > Struct Template Reference

#include <hermitePolynomialsTemplates.h>

List of all members.

Static Public Member Functions
static T	order0 (plint iPop)
	Compute order0 hermite polynomial.
static Array< T, d >	order1 (plint iPop)
	Compute order1 hermite polynomial.
static Array< T, SymmetricTensorImpl< T, d >::n >	order2 (plint iPop)
	Compute order2 hermite polynomial.
static Array< T, SymmetricTensorImpl< T, d >::n >	contractedOrder2 (plint iPop)
static Array< T, SymmetricRankThreeTensorImpl < T, d >::n >	order3 (plint iPop)
	Compute order3 hermite polynomial.
static Array< T, SymmetricRankThreeTensorImpl < T, d >::n >	contractedOrder3 (plint iPop)
static Array< T, SymmetricRankFourTensorImpl< T, d >::n >	order4 (plint iPop)
	Compute order4 hermite polynomial.
static Array< T, SymmetricRankFourTensorImpl< T, d >::n >	contractedOrder4 (plint iPop)
static plint	numDecomposedVariables (plint order)
static std::vector< T >	decompose (const Cell< T, Descriptor > &cell, plint order)
static void	recompose (const std::vector< T > &coeffs, plint order, Cell< T, Descriptor > &cell)
Static Public Attributes
static const int	d = Descriptor<T>::d
	Number of dimensions for current lattice.

template<typename T, template< typename U > class Descriptor>
struct plb::HermiteTemplate< T, Descriptor >

---

Member Function Documentation

template<typename T , template< typename U > class Descriptor>

static Array<T,SymmetricTensorImpl<T,d>::n > plb::HermiteTemplate< T, Descriptor >::contractedOrder2

(

plint

iPop

)

[inline, static]

Compute order2 hermite polynomial contracted with symmetric tensor (only the hermite part) Symmetric parts are multiplied bz the appropriate amount

References PLB_ASSERT.

template<typename T , template< typename U > class Descriptor>

static Array<T,SymmetricRankThreeTensorImpl<T,d>::n > plb::HermiteTemplate< T, Descriptor >::contractedOrder3

(

plint

iPop

)

[inline, static]

Compute order3 hermite polynomial contracted with symmetric tensor (only the hermite part) Symmetric parts are multiplied bz the appropriate amount

References PLB_ASSERT.

template<typename T , template< typename U > class Descriptor>

static Array<T,SymmetricRankFourTensorImpl<T,d>::n > plb::HermiteTemplate< T, Descriptor >::contractedOrder4

(

plint

iPop

)

[inline, static]

Compute order2 hermite polynomial contracted with symmetric tensor (only the hermite part) Symmetric parts are multiplied bz the appropriate amount

References PLB_ASSERT.

template<typename T , template< typename U > class Descriptor>

static std::vector<T> plb::HermiteTemplate< T, Descriptor >::decompose	(	const Cell< T, Descriptor > &	cell,
		plint	order
	)			[inline, static]

template<typename T , template< typename U > class Descriptor>

static plint plb::HermiteTemplate< T, Descriptor >::numDecomposedVariables

(

plint

order

)

[inline, static]

template<typename T , template< typename U > class Descriptor>

static T plb::HermiteTemplate< T, Descriptor >::order0

(

plint

iPop

)

[inline, static]

Compute order0 hermite polynomial.

template<typename T , template< typename U > class Descriptor>

static Array<T,d> plb::HermiteTemplate< T, Descriptor >::order1

(

plint

iPop

)

[inline, static]

Compute order1 hermite polynomial.

template<typename T , template< typename U > class Descriptor>

static Array<T,SymmetricTensorImpl<T,d>::n > plb::HermiteTemplate< T, Descriptor >::order2

(

plint

iPop

)

[inline, static]

Compute order2 hermite polynomial.

template<typename T , template< typename U > class Descriptor>

static Array<T,SymmetricRankThreeTensorImpl<T,d>::n > plb::HermiteTemplate< T, Descriptor >::order3

(

plint

iPop

)

[inline, static]

Compute order3 hermite polynomial.

template<typename T , template< typename U > class Descriptor>

static Array<T,SymmetricRankFourTensorImpl<T,d>::n > plb::HermiteTemplate< T, Descriptor >::order4

(

plint

iPop

)

[inline, static]

Compute order4 hermite polynomial.

template<typename T , template< typename U > class Descriptor>

static void plb::HermiteTemplate< T, Descriptor >::recompose	(	const std::vector< T > &	coeffs,
		plint	order,
		Cell< T, Descriptor > &	cell
	)			[inline, static]

---

Member Data Documentation

template<typename T , template< typename U > class Descriptor>

const int plb::HermiteTemplate< T, Descriptor >::d = Descriptor<T>::d [static]

Number of dimensions for current lattice.

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

• hermitePolynomialsTemplates.h