Source code for mrmustard.lab.states.vacuum

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"""The class repesenting a vacuum state."""

from __future__ import annotations

from collections.abc import Collection

from mrmustard.physics.ansatz_factory import AnsatzFactory
from mrmustard.physics.wires import ReprEnum, Wires

from .builtins import vacuum_state
from .ket import Ket

__all__ = ["Vacuum"]


[docs] class Vacuum(Ket): r"""The `N`-mode vacuum state in Bargmann representation. >>> from mrmustard.lab import Vacuum >>> state = Vacuum((1, 2)) >>> assert state.modes == (1, 2) Args: modes: A tuple of modes. name: A name for the state. If not provided, the class name will be used. .. details:: The :math:`N`-mode vacuum state is defined by .. math:: V = \frac{\hbar}{2}I_N \text{and } r = \bar{0}_N. Its ``(A,b,c)`` triple is given by .. math:: A = O_{N\text{x}N}\text{, }b = O_N\text{, and }c = 1. """ short_name = "Vac" def __init__( self, modes: int | tuple[int, ...], name: str | None = None, ) -> None: modes = (modes,) if isinstance(modes, int) else modes name = name if name is not None else self.__class__.__name__ super().__init__( ansatz_factory=AnsatzFactory( ansatz_dict={ReprEnum.BARGMANN: (vacuum_state, ("n_modes", "lin_sup"))}, n_modes=len(modes), ), wires=Wires(modes_out_ket=set(modes)), name=name, ) self.manual_shape = (1,) * len(modes)
[docs] def get_modes(self, modes: int | Collection[int]) -> Vacuum: keep = {modes} if isinstance(modes, int) else set(modes) if not keep.issubset(set(self.modes)): raise ValueError(f"Expected a subset of ``{self.modes}``, found ``{keep}``.") return Vacuum(keep)