Source code for mimiqcircuits.operations.repeat

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import copy
from mimiqcircuits.operations.operation import Operation
from mimiqcircuits.lazy import LazyArg, LazyExpr


[docs] class Repeat(Operation): r"""Repeat operation: applies the same operation multiple times. Repeats a given quantum operation `n` times on the same qubits, bits, and z-variables. This is useful for constructing repeated sequences of the same gate without manually duplicating it. Examples: >>> from mimiqcircuits import * >>> from symengine import * >>> Repeat(5, GateX()) ∏⁵ X >>> Repeat(3, GateRX(Symbol("x"))) ∏³ RX(x) >>> Repeat(2, Repeat(3, GateX())) ∏² ∏³ X >>> Parallel(2, GateH()).repeat() lazy repeat(?, ⨷ ² H) >>> Parallel(2, GateH()).repeat()(10) ∏¹⁰ ⨷ ² H >>> c = Circuit().push(Repeat(2, GateX()), 0) >>> c 1-qubit circuit with 1 instructions: └── ∏² X @ q[0] <BLANKLINE> >>> Repeat(2, GateX()).decompose() 1-qubit circuit with 2 instructions: ├── X @ q[0] └── X @ q[0] <BLANKLINE> >>> Repeat(3, GateSWAP()).decompose() 2-qubit circuit with 3 instructions: ├── SWAP @ q[0,1] ├── SWAP @ q[0,1] └── SWAP @ q[0,1] <BLANKLINE> .. note:: The `repeat` function is a shorthand that may return other types (e.g., `Power`) if simplifications apply. It returns a `Repeat` instance only when appropriate. """ _name = "Repeat" def __init__(self, repeats, op): if not isinstance(repeats, int) or repeats < 0: raise ValueError( "Invalid number of repetitions, must be a non-negative integer." ) if not isinstance(op, Operation): raise TypeError("Repeat requires a valid Operation to wrap.") super().__init__() self.repeats = repeats self.op = op self._num_qubits = op.num_qubits self._num_bits = op.num_bits self._num_zvars = op.num_zvars self._num_qregs = op.num_qregs self._num_cregs = op.num_cregs self._num_zvars = op.num_zvars self._qregsizes = op.qregsizes self._cregsizes = op.cregsizes self._zregsizes = op.zregsizes self._parnames = op.parnames
[docs] def get_operation(self): return self.op
[docs] def getparam(self, name): return self.op.getparam(name)
[docs] def getparams(self): return self.op.getparams()
[docs] def power(self, pow): return Repeat(self.repeats, self.op.power(pow))
[docs] def parallel(self, repeat): return Repeat(self.repeats, self.op.parallel(repeat))
[docs] def control(self, repeat): return Repeat(self.repeats, self.op.control(repeat))
[docs] def inverse(self): return Repeat(self.repeats, self.op.inverse())
[docs] def iswrapper(self): return True
[docs] def evaluate(self, d): return Repeat(self.repeats, self.op.evaluate(d))
def _decompose(self, circ, qubits, bits, zvars): for _ in range(self.repeats): circ.push(self.op, *qubits, *bits, *zvars) return circ def __str__(self): superscript = "⁰¹²³⁴⁵⁶⁷⁸⁹" repeat_str = "".join(superscript[int(d)] for d in str(self.repeats)) return f"∏{repeat_str} {self.op}"
[docs] def copy(self): return copy.copy(self)
[docs] def deepcopy(self): return copy.deepcopy(self)
[docs] def format_with_targets(self, qubits, bits, zvars): opname = str(self) if hasattr(self.get_operation(), "format_with_targets"): return f"{opname} @ {self.get_operation().format_with_targets(qubits, bits, zvars).split('@')[1]}" parts = [] if qubits: parts.append(f"q[{','.join(map(str, qubits))}]") if bits: parts.append(f"c[{','.join(map(str, bits))}]") if zvars: parts.append(f"z[{','.join(map(str, zvars))}]") return f"{opname} @ {', '.join(parts)}"
[docs] def repeat(*args): if len(args) == 1: op = args[0] return LazyExpr(repeat, LazyArg(), op) elif len(args) == 2: num_repeats, op = args if isinstance(op, LazyExpr): return LazyExpr(repeat, num_repeats, op) return Repeat(num_repeats, op) else: raise TypeError("repeat expects 1 or 2 arguments")
__all__ = ["Repeat", "repeat"]