Inheritance diagram for PyClical.clifford:

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Collaboration diagram for PyClical.clifford:

[legend]

Public Member Functions
	__cinit__ (self, other=0, ixt=None)
	__dealloc__ (self)
	__contains__ (self, x)
	__iter__ (self)
	reframe (self, ixt)
	__richcmp__ (lhs, rhs, int, op)
	__getitem__ (self, ixt)
	__neg__ (self)
	__pos__ (self)
	__add__ (lhs, rhs)
	__radd__ (rhs, lhs)
	__iadd__ (self, rhs)
	__sub__ (lhs, rhs)
	__rsub__ (rhs, lhs)
	__isub__ (self, rhs)
	__mul__ (lhs, rhs)
	__rmul__ (rhs, lhs)
	__imul__ (self, rhs)
	__mod__ (lhs, rhs)
	__rmod__ (rhs, lhs)
	__imod__ (self, rhs)
	__and__ (lhs, rhs)
	__rand__ (rhs, lhs)
	__iand__ (self, rhs)
	__xor__ (lhs, rhs)
	__rxor__ (rhs, lhs)
	__ixor__ (self, rhs)
	__truediv__ (lhs, rhs)
	__rtruediv__ (rhs, lhs)
	__idiv__ (self, rhs)
	inv (self)
	__or__ (lhs, rhs)
	__ior__ (self, rhs)
	__pow__ (self, m, dummy)
	pow (self, m)
	outer_pow (self, m)
	__call__ (self, grade)
	scalar (self)
	pure (self)
	even (self)
	odd (self)
	vector_part (self, frm=None)
	involute (self)
	reverse (self)
	conj (self)
	quad (self)
	norm (self)
	abs (self)
	max_abs (self)
	truncated (self, limit)
	isinf (self)
	isnan (self)
	frame (self)
	__repr__ (self)
	__str__ (self)

Public Attributes
	instance = new Clifford((<clifford>other).unwrap())

Detailed Description

Python class clifford wraps C++ class Clifford.

Definition at line 532 of file PyClical.pyx.

Member Function Documentation

◆ add()

PyClical.clifford.__add__	(		lhs,
			rhs )

Geometric sum.

>>> print(clifford(1) + clifford("{2}"))
1+{2}
>>> print(clifford("{1}") + clifford("{2}"))
{1}+{2}

Definition at line 740 of file PyClical.pyx.

◆ and()

PyClical.clifford.__and__	(		lhs,
			rhs )

Inner product.

>>> print(clifford("{1}") & clifford("{2}"))
0
>>> print(clifford(2) & clifford("{2}"))
0
>>> print(clifford("{1}") & clifford("{1}"))
1
>>> print(clifford("{1}") & clifford("{1,2}"))
{2}

Definition at line 872 of file PyClical.pyx.

◆ call()

PyClical.clifford.__call__	(		self,
			grade )

Pure grade-vector part.

>>> print(clifford("{1}")(1))
{1}
>>> print(clifford("{1}")(0))
0
>>> print(clifford("1+{1}+{1,2}")(0))
1
>>> print(clifford("1+{1}+{1,2}")(1))
{1}
>>> print(clifford("1+{1}+{1,2}")(2))
{1,2}
>>> print(clifford("1+{1}+{1,2}")(3))
0

Definition at line 1083 of file PyClical.pyx.

References instance, and PyClical.index_set.instance.

◆ cinit()

PyClical.clifford.__cinit__	(	self,
		other = 0,
		ixt = None )

Construct an object of type clifford.

>>> print(clifford(2))
2
>>> print(clifford(2.0))
2
>>> print(clifford(1.0e-1))
0.1
>>> print(clifford("2"))
2
>>> print(clifford("2{1,2,3}"))
2{1,2,3}
>>> print(clifford(clifford("2{1,2,3}")))
2{1,2,3}
>>> print(clifford("-{1}"))
-{1}
>>> print(clifford(2,index_set({1,2})))
2{1,2}
>>> print(clifford([2,3],index_set({1,2})))
2{1}+3{2}

Definition at line 565 of file PyClical.pyx.

◆ contains()

PyClical.clifford.__contains__	(		self,
			x )

Not applicable.

>>> x=clifford(index_set({-3,4,7})); -3 in x
Traceback (most recent call last):
  ...
TypeError: Not applicable.

Definition at line 627 of file PyClical.pyx.

◆ dealloc()

PyClical.clifford.__dealloc__ ( self )

Clean up by deallocating the instance of C++ class Clifford.

Definition at line 621 of file PyClical.pyx.

References instance, and PyClical.index_set.instance.

◆ getitem()

PyClical.clifford.__getitem__	(		self,
			ixt )

Subscripting: map from index set to scalar coordinate.

>>> clifford("{1}")[index_set(1)]
1.0
>>> clifford("{1}")[index_set({1})]
1.0
>>> clifford("{1}")[index_set({1,2})]
0.0
>>> clifford("2{1,2}")[index_set({1,2})]
2.0

Definition at line 707 of file PyClical.pyx.

References instance, and PyClical.index_set.instance.

◆ iadd()

PyClical.clifford.__iadd__	(		self,
			rhs )

Geometric sum.

>>> x = clifford(1); x += clifford("{2}"); print(x)
1+{2}

Definition at line 760 of file PyClical.pyx.

◆ iand()

PyClical.clifford.__iand__	(		self,
			rhs )

Inner product.

>>> x = clifford("{1}"); x &= clifford("{2}"); print(x)
0
>>> x = clifford(2); x &= clifford("{2}"); print(x)
0
>>> x = clifford("{1}"); x &= clifford("{1}"); print(x)
1
>>> x = clifford("{1}"); x &= clifford("{1,2}"); print(x)
{2}

Definition at line 896 of file PyClical.pyx.

◆ idiv()

PyClical.clifford.__idiv__	(		self,
			rhs )

Geometric quotient.

>>> x = clifford("{1}"); x /= clifford("{2}"); print(x)
{1,2}
>>> x = clifford(2); x /= clifford("{2}"); print(x)
2{2}
>>> x = clifford("{1}"); x /= clifford("{1}"); print(x)
1
>>> x = clifford("{1}"); x /= clifford("{1,2}"); print(x)
-{2}

Definition at line 974 of file PyClical.pyx.

◆ imod()

PyClical.clifford.__imod__	(		self,
			rhs )

Contraction.

>>> x = clifford("{1}"); x %= clifford("{2}"); print(x)
0
>>> x = clifford(2); x %= clifford("{2}"); print(x)
2{2}
>>> x = clifford("{1}"); x %= clifford("{1}"); print(x)
1
>>> x = clifford("{1}"); x %= clifford("{1,2}"); print(x)
{2}

Definition at line 857 of file PyClical.pyx.

◆ imul()

PyClical.clifford.__imul__	(		self,
			rhs )

Geometric product.

>>> x = clifford(2); x *= clifford("{2}"); print(x)
2{2}
>>> x = clifford("{1}"); x *= clifford("{2}"); print(x)
{1,2}
>>> x = clifford("{1}"); x *= clifford("{1,2}"); print(x)
{2}

Definition at line 820 of file PyClical.pyx.

◆ ior()

PyClical.clifford.__ior__	(		self,
			rhs )

Transform left hand side, using right hand side as a transformation.

>>> x=clifford("{1,2}") * pi/2; y=clifford("{1}"); y|=x; print(y)
-{1}
>>> x=clifford("{1,2}") * pi/2; y=clifford("{1}"); y|=exp(x); print(y)
-{1}

Definition at line 1013 of file PyClical.pyx.

◆ isub()

PyClical.clifford.__isub__	(		self,
			rhs )

Geometric difference.

>>> x = clifford(1); x -= clifford("{2}"); print(x)
1-{2}

Definition at line 789 of file PyClical.pyx.

◆ iter()

PyClical.clifford.__iter__ ( self )

Not applicable.

>>> for a in clifford(index_set({-3,4,7})):print(a, end=",")
Traceback (most recent call last):
  ...
TypeError: Not applicable.

Definition at line 638 of file PyClical.pyx.

◆ ixor()

PyClical.clifford.__ixor__	(		self,
			rhs )

Outer product.

>>> x = clifford("{1}"); x ^= clifford("{2}"); print(x)
{1,2}
>>> x = clifford(2); x ^= clifford("{2}"); print(x)
2{2}
>>> x = clifford("{1}"); x ^= clifford("{1}"); print(x)
0
>>> x = clifford("{1}"); x ^= clifford("{1,2}"); print(x)
0

Definition at line 935 of file PyClical.pyx.

◆ mod()

PyClical.clifford.__mod__	(		lhs,
			rhs )

Contraction.

>>> print(clifford("{1}") % clifford("{2}"))
0
>>> print(clifford(2) % clifford("{2}"))
2{2}
>>> print(clifford("{1}") % clifford("{1}"))
1
>>> print(clifford("{1}") % clifford("{1,2}"))
{2}

Definition at line 833 of file PyClical.pyx.

◆ mul()

PyClical.clifford.__mul__	(		lhs,
			rhs )

Geometric product.

>>> print(clifford("{1}") * clifford("{2}"))
{1,2}
>>> print(clifford(2) * clifford("{2}"))
2{2}
>>> print(clifford("{1}") * clifford("{1,2}"))
{2}

Definition at line 798 of file PyClical.pyx.

◆ neg()

PyClical.clifford.__neg__ ( self )

Unary -.

>>> print(-clifford("{1}"))
-{1}

Definition at line 722 of file PyClical.pyx.

References instance, and PyClical.index_set.instance.

◆ or()

PyClical.clifford.__or__	(		lhs,
			rhs )

Transform left hand side, using right hand side as a transformation.

>>> x=clifford("{1,2}") * pi/2; y=clifford("{1}"); print(y|x)
-{1}
>>> x=clifford("{1,2}") * pi/2; y=clifford("{1}"); print(y|exp(x))
-{1}

Definition at line 1002 of file PyClical.pyx.

◆ pos()

PyClical.clifford.__pos__ ( self )

Unary +.

>>> print(+clifford("{1}"))
{1}

Definition at line 731 of file PyClical.pyx.

◆ pow()

PyClical.clifford.__pow__	(	self,
		m,
		dummy )

Power: self to the m.

>>> x=clifford("{1}"); print(x ** 2)
1
>>> x=clifford("2"); print(x ** 2)
4
>>> x=clifford("2+{1}"); print(x ** 0)
1
>>> x=clifford("2+{1}"); print(x ** 1)
2+{1}
>>> x=clifford("2+{1}"); print(x ** 2)
5+4{1}
>>> i=clifford("{1,2}"); print(exp(pi/2) * (i ** i))
1

Definition at line 1024 of file PyClical.pyx.

References pow().

◆ radd()

PyClical.clifford.__radd__	(		rhs,
			lhs )

Geometric sum.

>>> print(1 + clifford("{2}"))
1+{2}

Definition at line 751 of file PyClical.pyx.

◆ rand()

PyClical.clifford.__rand__	(		rhs,
			lhs )

Inner product.

>>> print(2 & clifford("{2}"))
0

Definition at line 887 of file PyClical.pyx.

◆ repr()

PyClical.clifford.__repr__ ( self )

The “official” string representation of self.

>>> clifford("1+3{-1}+2{1,2}+4{-2,7}").__repr__()
'clifford("1+3{-1}+2{1,2}+4{-2,7}")'

Definition at line 1298 of file PyClical.pyx.

References clifford_to_repr().

◆ richcmp()

PyClical.clifford.__richcmp__	(	lhs,
		rhs,
		int,
		op )

Compare objects of type clifford.

>>> clifford("{1}") == clifford("1{1}")
True
>>> clifford("{1}") != clifford("1.0{1}")
False
>>> clifford("{1}") != clifford("1.0")
True
>>> clifford("{1,2}") == None
False
>>> clifford("{1,2}") != None
True
>>> None == clifford("{1,2}")
False
>>> None != clifford("{1,2}")
True

Definition at line 672 of file PyClical.pyx.

◆ rmod()

PyClical.clifford.__rmod__	(		rhs,
			lhs )

Contraction.

>>> print(2 % clifford("{2}"))
2{2}

Definition at line 848 of file PyClical.pyx.

◆ rmul()

PyClical.clifford.__rmul__	(		rhs,
			lhs )

Geometric product.

>>> print(2 * clifford("{2}"))
2{2}

Definition at line 811 of file PyClical.pyx.

◆ rsub()

PyClical.clifford.__rsub__	(		rhs,
			lhs )

Geometric difference.

>>> print(1 - clifford("{2}"))
1-{2}

Definition at line 780 of file PyClical.pyx.

◆ rtruediv()

PyClical.clifford.__rtruediv__	(		rhs,
			lhs )

Geometric quotient.

>>> print(2 / clifford("{2}"))
2{2}

Definition at line 965 of file PyClical.pyx.

◆ rxor()

PyClical.clifford.__rxor__	(		rhs,
			lhs )

Outer product.

>>> print(2 ^ clifford("{2}"))
2{2}

Definition at line 926 of file PyClical.pyx.

◆ str()

PyClical.clifford.__str__ ( self )

The “informal” string representation of self.

>>> clifford("1+3{-1}+2{1,2}+4{-2,7}").__str__()
'1+3{-1}+2{1,2}+4{-2,7}'

Definition at line 1307 of file PyClical.pyx.

References clifford_to_str().

◆ sub()

PyClical.clifford.__sub__	(		lhs,
			rhs )

Geometric difference.

>>> print(clifford(1) - clifford("{2}"))
1-{2}
>>> print(clifford("{1}") - clifford("{2}"))
{1}-{2}

Definition at line 769 of file PyClical.pyx.

◆ truediv()

PyClical.clifford.__truediv__	(		lhs,
			rhs )

Geometric quotient.

>>> print(clifford("{1}") / clifford("{2}"))
{1,2}
>>> print(clifford(2) / clifford("{2}"))
2{2}
>>> print(clifford("{1}") / clifford("{1}"))
1
>>> print(clifford("{1}") / clifford("{1,2}"))
-{2}

Definition at line 950 of file PyClical.pyx.

◆ xor()

PyClical.clifford.__xor__	(		lhs,
			rhs )

Outer product.

>>> print(clifford("{1}") ^ clifford("{2}"))
{1,2}
>>> print(clifford(2) ^ clifford("{2}"))
2{2}
>>> print(clifford("{1}") ^ clifford("{1}"))
0
>>> print(clifford("{1}") ^ clifford("{1,2}"))
0

Definition at line 911 of file PyClical.pyx.

◆ abs()

PyClical.clifford.abs ( self )

Absolute value: square root of norm.

>>> clifford("1+{-1}+{1,2}+{1,2,3}").abs()
2.0

Definition at line 1238 of file PyClical.pyx.

References glucat.abs().

◆ conj()

PyClical.clifford.conj ( self )

Conjugation, reverse o involute == involute o reverse.

>>> print((clifford("{1}")).conj())
-{1}
>>> print((clifford("{2}") * clifford("{1}")).conj())
{1,2}
>>> print((clifford("{1}") * clifford("{2}")).conj())
-{1,2}
>>> print(clifford("1+{1}+{1,2}").conj())
1-{1}-{1,2}

Definition at line 1201 of file PyClical.pyx.

References conj(), instance, and PyClical.index_set.instance.

Referenced by conj().

◆ even()

PyClical.clifford.even ( self )

Even part of multivector, sum of even grade terms.

>>> print(clifford("1+{1}+{1,2}").even())
1+{1,2}

Definition at line 1124 of file PyClical.pyx.

References even(), instance, and PyClical.index_set.instance.

Referenced by even().

◆ frame()

PyClical.clifford.frame ( self )

Subalgebra generated by all generators of terms of given multivector.

>>> print(clifford("1+3{-1}+2{1,2}+4{-2,7}").frame())
{-2,-1,1,2,7}
>>> s=clifford("1+3{-1}+2{1,2}+4{-2,7}").frame(); type(s)
<class 'PyClical.index_set'>

Definition at line 1287 of file PyClical.pyx.

References frame(), instance, and PyClical.index_set.instance.

Referenced by frame().

◆ inv()

PyClical.clifford.inv ( self )

Geometric multiplicative inverse.

>>> x = clifford("{1}"); print(x.inv())
{1}
>>> x = clifford(2); print(x.inv())
0.5
>>> x = clifford("{1,2}"); print(x.inv())
-{1,2}

Definition at line 989 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and inv().

Referenced by inv().

◆ involute()

PyClical.clifford.involute ( self )

Main involution, each {i} is replaced by -{i} in each term,
eg. clifford("{1}") -> -clifford("{1}").

>>> print(clifford("{1}").involute())
-{1}
>>> print((clifford("{2}") * clifford("{1}")).involute())
-{1,2}
>>> print((clifford("{1}") * clifford("{2}")).involute())
{1,2}
>>> print(clifford("1+{1}+{1,2}").involute())
1-{1}+{1,2}

Definition at line 1170 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and involute().

Referenced by involute().

◆ isinf()

PyClical.clifford.isinf ( self )

Check if a multivector contains any infinite values.

>>> clifford().isinf()
False

Definition at line 1269 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and isnan().

◆ isnan()

PyClical.clifford.isnan ( self )

Check if a multivector contains any IEEE NaN values.

>>> clifford().isnan()
False

Definition at line 1278 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and isnan().

Referenced by isinf(), and isnan().

◆ max_abs()

PyClical.clifford.max_abs ( self )

Maximum of absolute values of components of multivector: multivector infinity norm.

>>> clifford("1+{-1}+{1,2}+{1,2,3}").max_abs()
1.0
>>> clifford("3+2{1}+{1,2}").max_abs()
3.0

Definition at line 1247 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and max_abs().

Referenced by max_abs().

◆ norm()

PyClical.clifford.norm ( self )

Norm == sum of squares of coordinates.

>>> clifford("1+{1}+{1,2}").norm()
3.0
>>> clifford("1+{-1}+{1,2}+{1,2,3}").norm()
4.0

Definition at line 1227 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and norm().

Referenced by norm().

◆ odd()

PyClical.clifford.odd ( self )

Odd part of multivector, sum of odd grade terms.

>>> print(clifford("1+{1}+{1,2}").odd())
{1}

Definition at line 1133 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and odd().

Referenced by odd().

◆ outer_pow()

PyClical.clifford.outer_pow	(		self,
			m )

Outer product power.

>>> x=clifford("2+{1}"); print(x.outer_pow(0))
1
>>> x=clifford("2+{1}"); print(x.outer_pow(1))
2+{1}
>>> x=clifford("2+{1}"); print(x.outer_pow(2))
4+4{1}
>>> print(clifford("1+{1}+{1,2}").outer_pow(3))
1+3{1}+3{1,2}

Definition at line 1067 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and outer_pow().

Referenced by outer_pow().

◆ pow()

PyClical.clifford.pow	(		self,
			m )

Power: self to the m.

>>> x=clifford("{1}"); print(x.pow(2))
1
>>> x=clifford("2"); print(x.pow(2))
4
>>> x=clifford("2+{1}"); print(x.pow(0))
1
>>> x=clifford("2+{1}"); print(x.pow(1))
2+{1}
>>> x=clifford("2+{1}"); print(x.pow(2))
5+4{1}
>>> print(clifford("1+{1}+{1,2}").pow(3))
1+3{1}+3{1,2}
>>> i=clifford("{1,2}"); print(exp(pi/2) * i.pow(i))
1

Definition at line 1043 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and pow().

Referenced by __pow__(), and pow().

◆ pure()

PyClical.clifford.pure ( self )

Pure part.

>>> print(clifford("1+{1}+{1,2}").pure())
{1}+{1,2}
>>> print(clifford("{1,2}").pure())
{1,2}

Definition at line 1113 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and pure().

Referenced by pure().

◆ quad()

PyClical.clifford.quad ( self )

Quadratic form == (rev(x)*x)(0).

>>> print(clifford("1+{1}+{1,2}").quad())
3.0
>>> print(clifford("1+{-1}+{1,2}+{1,2,3}").quad())
2.0

Definition at line 1216 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and quad().

Referenced by quad().

◆ reframe()

PyClical.clifford.reframe	(		self,
			ixt )

Put self into a larger frame, containing the union of self.frame() and index set ixt.
This can be used to make multiplication faster, by multiplying within a common frame.

>>> clifford("2+3{1}").reframe(index_set({1,2,3}))
clifford("2+3{1}")
>>> s=index_set({1,2,3});t=index_set({-3,-2,-1});x=random_clifford(s); x.reframe(t).frame() == (s|t);
True

Definition at line 649 of file PyClical.pyx.

◆ reverse()

PyClical.clifford.reverse ( self )

Reversion, eg. clifford("{1}")*clifford("{2}") -> clifford("{2}")*clifford("{1}").

>>> print(clifford("{1}").reverse())
{1}
>>> print((clifford("{2}") * clifford("{1}")).reverse())
{1,2}
>>> print((clifford("{1}") * clifford("{2}")).reverse())
-{1,2}
>>> print(clifford("1+{1}+{1,2}").reverse())
1+{1}-{1,2}

Definition at line 1186 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and reverse().

Referenced by reverse().

◆ scalar()

PyClical.clifford.scalar ( self )

Scalar part.

>>> clifford("1+{1}+{1,2}").scalar()
1.0
>>> clifford("{1,2}").scalar()
0.0

Definition at line 1102 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and scalar().

Referenced by scalar().

◆ truncated()

PyClical.clifford.truncated	(		self,
			limit )

Remove all terms of self with relative size smaller than limit.

>>> clifford("1e8+{1}+1e-8{1,2}").truncated(1.0e-6)
clifford("100000000")
>>> clifford("1e4+{1}+1e-4{1,2}").truncated(1.0e-6)
clifford("10000+{1}")

Definition at line 1258 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and truncated().

Referenced by truncated().

◆ vector_part()

PyClical.clifford.vector_part	(		self,
			frm = None )

Vector part of multivector, as a Python list, with respect to frm.

>>> print(clifford("1+2{1}+3{2}+4{1,2}").vector_part())
[2.0, 3.0]
>>> print(clifford("1+2{1}+3{2}+4{1,2}").vector_part(index_set({-1,1,2})))
[0.0, 2.0, 3.0]

Definition at line 1142 of file PyClical.pyx.

References instance, PyClical.index_set.instance, and vector_part().

Referenced by vector_part().

Member Data Documentation

◆ instance

PyClical.clifford.instance = new Clifford((<clifford>other).unwrap())

Definition at line 592 of file PyClical.pyx.

Referenced by __call__(), __dealloc__(), __getitem__(), __neg__(), conj(), even(), frame(), inv(), involute(), isinf(), isnan(), max_abs(), norm(), odd(), outer_pow(), pow(), pure(), quad(), reverse(), scalar(), truncated(), and vector_part().

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

pyclical/PyClical.pyx

Public Member Functions

Public Attributes

Detailed Description

Member Function Documentation

◆ __add__()

◆ __and__()

◆ __call__()

◆ __cinit__()

◆ __contains__()

◆ __dealloc__()

◆ __getitem__()

◆ __iadd__()

◆ __iand__()

◆ __idiv__()

◆ __imod__()

◆ __imul__()

◆ __ior__()

◆ __isub__()

◆ __iter__()

◆ __ixor__()

◆ __mod__()

◆ __mul__()

◆ __neg__()

◆ __or__()

◆ __pos__()

◆ __pow__()

◆ __radd__()

◆ __rand__()

◆ __repr__()

◆ __richcmp__()

◆ __rmod__()

◆ __rmul__()

◆ __rsub__()

◆ __rtruediv__()

◆ __rxor__()

◆ __str__()

◆ __sub__()

◆ __truediv__()

◆ __xor__()

◆ abs()

◆ conj()

◆ even()

◆ frame()

◆ inv()

◆ involute()

◆ isinf()

◆ isnan()

◆ max_abs()

◆ norm()

◆ odd()

◆ outer_pow()

◆ pow()

◆ pure()

◆ quad()

◆ reframe()

◆ reverse()

◆ scalar()

◆ truncated()

◆ vector_part()

Member Data Documentation

◆ instance

◆ add()

◆ and()

◆ call()

◆ cinit()

◆ contains()

◆ dealloc()

◆ getitem()

◆ iadd()

◆ iand()

◆ idiv()

◆ imod()

◆ imul()

◆ ior()

◆ isub()

◆ iter()

◆ ixor()

◆ mod()

◆ mul()

◆ neg()

◆ or()

◆ pos()

◆ pow()

◆ radd()

◆ rand()

◆ repr()

◆ richcmp()

◆ rmod()

◆ rmul()

◆ rsub()

◆ rtruediv()

◆ rxor()

◆ str()

◆ sub()

◆ truediv()

◆ xor()