#include <mainpage.h>

Class Description

Four x Four (double) Matrix.

FBMatrix class. This class creates a list like object, which can be modified using the list protocol method. But unlike lists, its length is fixed: it always contain 16 floating point values. Thus it does not support the any list methods that would affect its length. The values within can be changed, usually via the bracket operator.

# Supported list protocol methods:
mat = FBMatrix()
len(mat)
print mat[13]
mat[12] = 1.0

Warning: The implementation of this 4x4 matrix uses a simple list of 16 elements, not a list of 4 vectors of 4 elements.*; Slicing is not supported by this object.

Inheritance diagram for FBMatrix:

Public Member Functions
	__reduce__ ()

	__init__ (...)

	Identity (FBMatrix arg1)
	Load identity matrix. More...

	Set (FBMatrix arg1, list arg2)
	Set matrix from an array. More...

int	__len__ (FBMatrix arg1)

float	__getitem__ (FBMatrix arg1, object arg2)

	__setitem__ (FBMatrix arg1, object arg2, object arg3)

str	__repr__ (FBMatrix arg1)

object	__add__ (FBMatrix arg1, FBMatrix arg2)

object	__sub__ (FBMatrix arg1, FBMatrix arg2)

object	__iadd__ (object arg1, FBMatrix arg2)

object	__isub__ (object arg1, FBMatrix arg2)

	__mul__ (...)

	__imul__ (...)

object	__neg__ (FBMatrix arg1)

int	GetBufferAddress (FBMatrix arg1)

FBMatrix	CopyFrom (FBMatrix arg1, FBMatrix arg2)

bool	NotEqual (FBMatrix arg1, FBMatrix arg2)

bool	IsEqual (FBMatrix arg1, FBMatrix arg2)

	Transpose (FBMatrix arg1)
	Get Transposed matrix. More...

	Inverse (FBMatrix arg1)
	Get Inversed matrix. More...

	InverseProduct (FBMatrix arg1, FBMatrix arg2)
	InverseProduct Matrix. More...

bool	Validate (FBMatrix arg1)
	Validated matrix. More...

Member Function Documentation

object __add__	(	FBMatrix	arg1,
		FBMatrix	arg2
	)

Python Docstring:

__add__( (FBMatrix)arg1, (FBMatrix)arg2) -> object

float __getitem__	(	FBMatrix	arg1,
		object	arg2
	)

Python Docstring:

__getitem__( (FBMatrix)arg1, (object)arg2) -> float

object __iadd__	(	object	arg1,
		FBMatrix	arg2
	)

Python Docstring:

__iadd__( (object)arg1, (FBMatrix)arg2) -> object

__imul__ ( ... )

Python Docstring:

__imul__( (object)arg1, (FBMatrix)arg2) -> object

__imul__( (object)arg1, (object)arg2) -> object

__init__ ( ... )

Python Docstring:

__init__( (object)arg1) -> None

__init__( (object)arg1, (list)arg2) -> None

__init__( (object)arg1, (FBMatrix)arg2) -> None

C++ Constructors:
The reference documentation for the following C++ symbols may contain additional relevant information.

 FBMatrix()
 FBMatrix(const double * pValue)
 FBMatrix(const ORSDK2018::FBMatrix & pMatrix)

object __isub__	(	object	arg1,
		FBMatrix	arg2
	)

Python Docstring:

__isub__( (object)arg1, (FBMatrix)arg2) -> object

int __len__ ( FBMatrix arg1 )

Python Docstring:

__len__( (FBMatrix)arg1) -> int

__mul__ ( ... )

Python Docstring:

__mul__( (FBMatrix)arg1, (FBMatrix)arg2) -> object

__mul__( (FBMatrix)arg1, (object)arg2) -> object

object __neg__ ( FBMatrix arg1 )

Python Docstring:

__neg__( (FBMatrix)arg1) -> object

__reduce__ ( )

str __repr__ ( FBMatrix arg1 )

Python Docstring:

__repr__( (FBMatrix)arg1) -> str

__setitem__	(	FBMatrix	arg1,
		object	arg2,
		object	arg3
	)

Python Docstring:

__setitem__( (FBMatrix)arg1, (object)arg2, (object)arg3) -> None

object __sub__	(	FBMatrix	arg1,
		FBMatrix	arg2
	)

Python Docstring:

__sub__( (FBMatrix)arg1, (FBMatrix)arg2) -> object

FBMatrix CopyFrom	(	FBMatrix	arg1,
		FBMatrix	arg2
	)

Python Docstring:

CopyFrom( (FBMatrix)arg1, (FBMatrix)arg2) -> FBMatrix

int GetBufferAddress ( FBMatrix arg1 )

Python Docstring:

GetBufferAddress( (FBMatrix)arg1) -> int

Identity ( FBMatrix arg1 )

Load identity matrix.

Python Docstring:

Identity( (FBMatrix)arg1) -> None

C++ Signature:

void Identity()

See the C++ reference

Inverse ( FBMatrix arg1 )

Get Inversed matrix.

Python Docstring:

Inverse( (FBMatrix)arg1) -> None

C++ Signature:

ORSDK2018::FBMatrix & Inverse()

Returns: the matrix Inversed.

See the C++ reference

InverseProduct	(	FBMatrix	arg1,
		FBMatrix	arg2
	)

InverseProduct Matrix.

Python Docstring:

InverseProduct( (FBMatrix)arg1, (FBMatrix)arg2) -> None

C++ Signature:

const ORSDK2018::FBMatrix InverseProduct(const ORSDK2018::FBMatrix & pMatrix)

Parameters

pMatrix Matrix to Product.

Returns: result matrix.

See the C++ reference

bool IsEqual	(	FBMatrix	arg1,
		FBMatrix	arg2
	)

Python Docstring:

IsEqual( (FBMatrix)arg1, (FBMatrix)arg2) -> bool

bool NotEqual	(	FBMatrix	arg1,
		FBMatrix	arg2
	)

Python Docstring:

NotEqual( (FBMatrix)arg1, (FBMatrix)arg2) -> bool

Set	(	FBMatrix	arg1,
		list	arg2
	)

Set matrix from an array.

Python Docstring:

Set( (FBMatrix)arg1, (list)arg2) -> None

C++ Signature:

void Set(const double * pValue)

Parameters

pValue Array to intialize matrix from.

See the C++ reference

Transpose ( FBMatrix arg1 )

Get Transposed matrix.

Python Docstring:

Transpose( (FBMatrix)arg1) -> None

C++ Signature:

ORSDK2018::FBMatrix & Transpose()

Returns: the matrix Transposed.

See the C++ reference

bool Validate ( FBMatrix arg1 )

Validated matrix.

Python Docstring:

Validate( (FBMatrix)arg1) -> bool

C++ Signature:

bool Validate()

Returns: true if matrix Validated.

See the C++ reference

FBMatrix Class Reference

Class Description

Public Member Functions

Member Function Documentation