Majorana

A single Majorana monomial.

Represents an ordered product $m_{i_1} ... m_{i_w}$. A term is the atom a MajoranaOperator is built from and the generator an monoprop.circuit.ExpGate gate exponentiates. Indices are sorted on construction (matching the operator's canonicalization) and must be distinct and non-negative. A repeated index is rejected because $m_i^2 = 1$ would silently change the monomial's weight -- almost always a mistake rather than an intended simplification.

An immutable value object: equal indices compare equal and hash alike, so a term can be used as a dictionary key (as MajoranaOperator.terms does).

Attributes

attribute__slots__

= ('indices',)

attributeindices

= ordered

The sorted, distinct Majorana indices of the monomial.

Functions

func__init__(self, *indices) -> None

Initialize the Majorana monomial from its indices.

Source Code

paramself

paramindicesint

= ()

Returns

None

func__eq__(self, other) -> bool

Two Majorana terms are equal when their sorted indices match.

Source Code

paramself

paramotherobject

Returns

bool

func__hash__(self) -> int

Hash on the sorted indices so equal terms share a bucket.

Source Code

paramself

Returns

int

func__repr__(self) -> str

Return a string representation such as Majorana(4, 5).

Source Code

paramself

Returns

str