CASM::SymGroupRepHandle Class Reference

#include <SymGroupRep.hh>

Detailed Description

SymGroupRepHandle is used to provide easy remote access to a SymGroup representation The head group may be a subgroup of the MasterSymGroup where the SymGroupRep is stored.

Definition at line 185 of file SymGroupRep.hh.

Public Member Functions
	SymGroupRepHandle ()
	SymGroupRepHandle (const SymGroup &head_group, SymGroupRepID symrep_ID)
Index	size () const
	Size of the associated SymGroupRep. More...
SymGroupRepID	symrep_ID () const
Index	dim () const
	Matrix dimension of representation. More...
bool	empty () const
SymGroupRep const *	rep_ptr () const
SymGroupRep const *	operator-> () const
SymOpRepresentation const *	operator[] (Index i) const
bool	operator== (const SymGroupRepHandle &RHS) const
void	set_rep (const SymGroup &head_group, SymGroupRepID symrep_ID)

Private Attributes
SymGroupRep const *	m_group_rep
	Pointer to the SymGroupRep this is providing an interface to. More...
std::vector< Index >	m_subgroup_op_inds
	MasterSymGroup indices of the operations in this SymGroupRep. More...

Constructor & Destructor Documentation

SymGroupRepHandle() [1/2]

CASM::SymGroupRepHandle::SymGroupRepHandle ( )

inline

Definition at line 194 of file SymGroupRep.hh.

SymGroupRepHandle() [2/2]

CASM::SymGroupRepHandle::SymGroupRepHandle ( const SymGroup &  head_group, SymGroupRepID  symrep_ID  )

inline

Definition at line 196 of file SymGroupRep.hh.

Member Function Documentation

dim()

Index CASM::SymGroupRepHandle::dim ( ) const

inline

Matrix dimension of representation.

Definition at line 215 of file SymGroupRep.hh.

empty()

bool CASM::SymGroupRepHandle::empty ( ) const

inline

Definition at line 219 of file SymGroupRep.hh.

operator->()

SymGroupRep const* CASM::SymGroupRepHandle::operator-> ( ) const

inline

Definition at line 223 of file SymGroupRep.hh.

operator==()

bool CASM::SymGroupRepHandle::operator== ( const SymGroupRepHandle &  RHS ) const

inline

Definition at line 233 of file SymGroupRep.hh.

operator[]()

SymOpRepresentation const* CASM::SymGroupRepHandle::operator[] ( Index  i ) const

inline

SymOpRepresentation for this->rep_ptr()[i]

Parameters

i	Index into SymGroup, which may be a subgroup of the MasterSymGroup

Definition at line 229 of file SymGroupRep.hh.

rep_ptr()

SymGroupRep const* CASM::SymGroupRepHandle::rep_ptr ( ) const

inline

Definition at line 221 of file SymGroupRep.hh.

set_rep()

void CASM::SymGroupRepHandle::set_rep ( const SymGroup &  head_group, SymGroupRepID  symrep_ID  )

inline

Definition at line 238 of file SymGroupRep.hh.

size()

Index CASM::SymGroupRepHandle::size ( ) const

inline

Size of the associated SymGroupRep.

Definition at line 210 of file SymGroupRep.hh.

symrep_ID()

SymGroupRepID CASM::SymGroupRepHandle::symrep_ID ( ) const

inline

Definition at line 212 of file SymGroupRep.hh.

Member Data Documentation

m_group_rep

SymGroupRep const* CASM::SymGroupRepHandle::m_group_rep

private

Pointer to the SymGroupRep this is providing an interface to.

Definition at line 188 of file SymGroupRep.hh.

m_subgroup_op_inds

std::vector<Index> CASM::SymGroupRepHandle::m_subgroup_op_inds

private

MasterSymGroup indices of the operations in this SymGroupRep.

Definition at line 191 of file SymGroupRep.hh.

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

• /Users/bpuchala/Work/codes/CASMcode_v0.2.X_reference/include/casm/symmetry/SymGroupRep.hh