gem5::statistics::BinaryNode< Op > Class Template Reference

#include <statistics.hh>

Inheritance diagram for gem5::statistics::BinaryNode< Op >:

Public Member Functions
	BinaryNode (NodePtr &a, NodePtr &b)
const VResult &	result () const override
	Return the result vector of this subtree.
Result	total () const override
	Return the total of the result vector.
size_type	size () const override
	Return the number of nodes in the subtree starting at this node.
std::string	str () const override
Public Member Functions inherited from gem5::statistics::Node
virtual	~Node ()

Public Attributes
NodePtr	l
NodePtr	r
VResult	vresult

Detailed Description

template<class Op>
class gem5::statistics::BinaryNode< Op >

Definition at line 1766 of file statistics.hh.

Constructor & Destructor Documentation

BinaryNode()

template<class Op >

gem5::statistics::BinaryNode< Op >::BinaryNode ( NodePtr & a, NodePtr & b )

inline

Definition at line 1774 of file statistics.hh.

Member Function Documentation

result()

template<class Op >

const VResult & gem5::statistics::BinaryNode< Op >::result ( ) const

inlineoverridevirtual

Return the result vector of this subtree.

Returns

The result vector of this subtree.

Implements gem5::statistics::Node.

Definition at line 1777 of file statistics.hh.

References gem5::ArmISA::i, gem5::statistics::BinaryNode< Op >::l, gem5::X86ISA::op, gem5::statistics::BinaryNode< Op >::r, gem5::statistics::BinaryNode< Op >::size(), and gem5::statistics::BinaryNode< Op >::vresult.

Referenced by gem5::statistics::BinaryNode< Op >::total().

size()

template<class Op >

size_type gem5::statistics::BinaryNode< Op >::size ( ) const

inlineoverridevirtual

Return the number of nodes in the subtree starting at this node.

Returns

the number of nodes in this subtree.

Implements gem5::statistics::Node.

Definition at line 1841 of file statistics.hh.

References gem5::statistics::BinaryNode< Op >::l, gem5::statistics::BinaryNode< Op >::r, and gem5::ArmISA::rs.

Referenced by gem5::statistics::BinaryNode< Op >::result(), and gem5::statistics::BinaryNode< Op >::total().

str()

template<class Op >

std::string gem5::statistics::BinaryNode< Op >::str ( ) const

inlineoverridevirtual

Implements gem5::statistics::Node.

Definition at line 1856 of file statistics.hh.

References gem5::csprintf(), gem5::statistics::BinaryNode< Op >::l, and gem5::statistics::BinaryNode< Op >::r.

total()

template<class Op >

Result gem5::statistics::BinaryNode< Op >::total ( ) const

inlineoverridevirtual

Return the total of the result vector.

Returns

The total of the result vector.

If vectors are the same divide their sums (x0+x1)/(y0+y1)

Otherwise divide each item by the divisor

Implements gem5::statistics::Node.

Definition at line 1809 of file statistics.hh.

References gem5::ArmISA::i, gem5::statistics::BinaryNode< Op >::l, gem5::X86ISA::op, gem5::statistics::BinaryNode< Op >::r, gem5::statistics::BinaryNode< Op >::result(), gem5::statistics::BinaryNode< Op >::size(), gem5::statistics::BinaryNode< Op >::total(), and gem5::PowerISA::vec.

Referenced by gem5::statistics::BinaryNode< Op >::total().

Member Data Documentation

l

template<class Op >

NodePtr gem5::statistics::BinaryNode< Op >::l

Definition at line 1769 of file statistics.hh.

Referenced by gem5::statistics::BinaryNode< Op >::result(), gem5::statistics::BinaryNode< Op >::size(), gem5::statistics::BinaryNode< Op >::str(), and gem5::statistics::BinaryNode< Op >::total().

r

template<class Op >

NodePtr gem5::statistics::BinaryNode< Op >::r

Definition at line 1770 of file statistics.hh.

Referenced by gem5::statistics::BinaryNode< Op >::result(), gem5::statistics::BinaryNode< Op >::size(), gem5::statistics::BinaryNode< Op >::str(), and gem5::statistics::BinaryNode< Op >::total().

vresult

template<class Op >

VResult gem5::statistics::BinaryNode< Op >::vresult

mutable

Definition at line 1771 of file statistics.hh.

Referenced by gem5::statistics::BinaryNode< Op >::result().

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

• base/statistics.hh