NZMATH  1.2.0
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nzmath.algfield.MatAlgNumber Class Reference
Inheritance diagram for nzmath.algfield.MatAlgNumber:
Collaboration diagram for nzmath.algfield.MatAlgNumber:

Public Member Functions

def __init__ (self, coefficient, polynomial)
def __repr__ (self)
def __neg__ (self)
def __add__ (self, other)
def __sub__ (self, other)
def __mul__ (self, other)
def __truediv__ (self, other)
def __pow__ (self, other)
def inverse (self)
def norm (self)
def trace (self)
def getRing (self)
def ch_basic (self)

Public Attributes


Static Private Attributes

def __radd__ = __add__
def __rmul__ = __mul__
def __div__ = __truediv__
def __floordiv__ = __truediv__

Detailed Description

The class for algebraic number represented by matrix.

Definition at line 595 of file

Constructor & Destructor Documentation

◆ __init__()

def nzmath.algfield.MatAlgNumber.__init__ (   self,

Definition at line 599 of file

Member Function Documentation

◆ __add__()

◆ __mul__()

◆ __neg__()

◆ __pow__()

◆ __repr__()

◆ __sub__()

◆ __truediv__()

◆ ch_basic()

◆ getRing()

def nzmath.algfield.MatAlgNumber.getRing (   self)

◆ inverse()

◆ norm()

def nzmath.algfield.MatAlgNumber.norm (   self)

Definition at line 722 of file

References nzmath.algfield.MatAlgNumber.matrix.

Referenced by nzmath.module.Ideal.isPrime().

◆ trace()

def nzmath.algfield.MatAlgNumber.trace (   self)

Member Data Documentation

◆ __div__

def nzmath.algfield.MatAlgNumber.__div__ = __truediv__

Definition at line 704 of file

◆ __floordiv__

def nzmath.algfield.MatAlgNumber.__floordiv__ = __truediv__

Definition at line 705 of file

◆ __radd__

def nzmath.algfield.MatAlgNumber.__radd__ = __add__

Definition at line 663 of file

◆ __rmul__

def nzmath.algfield.MatAlgNumber.__rmul__ = __mul__

Definition at line 689 of file

◆ coeff


Definition at line 602 of file

Referenced by nzmath.algfield.MatAlgNumber.ch_basic().

◆ degree

◆ field

◆ matrix

◆ polynomial

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