def __init__(self, base, exponent):
r'''
Tensor exponentiation to any natural number exponent.
'''
Operation.__init__(self, TENSOR_EXP, (base, exponent))
self.base = self.operands[0]
self.exponent = self.operands[1]
def __init__(self, target_gate):
'''
Create a Target operation with the given target_gate as the type
of the gate for the target (e.g., X for CNOT and Z for Controlled-Z).
'''
Operation.__init__(self, TARGET, target_gate)
self.target_gate = target_gate
def __init__(self, label, index):
'''
\alpha_l
'''
Operation.__init__(self, SUB_INDEXED, [label, index])
self.label = label
self.index = index
def __init__(self, tensor, shape=None):
'''
Create a Circuit either with a dense tensor (list of lists ... of lists) or
with a dictionary mapping pairs of indices to Expression elements or blocks,
composing an ExpressionTensor.
'''
from .common import PASS
if not isinstance(tensor, dict):
# remove identity gates -- these are implicit
tensor, _ = ExpressionTensor.TensorDictFromIterables(tensor)
fixed_shape = (shape is not None)
if not fixed_shape:
shape = (0, 0)
for idx in list(tensor.keys()):
if len(idx) != 2:
raise ValueError(
'Circuit operand must be a 2-D ExpressionTensor')
if not fixed_shape:
shape = (max(shape[0], idx[0] + 1), max(shape[1], idx[1] + 1))
if tensor[idx] == PASS:
tensor.pop(idx)
self.tensor = ExpressionTensor(tensor, shape)
self.shape = self.tensor.shape
Operation.__init__(self, CIRCUIT, [self.tensor])
if len(self.shape) != 2:
raise ValueError('Circuit operand must be a 2-D ExpressionTensor')
# For each row of each nested sub-tensor (including the top level),
# determine which sub-tensor, if there are any, has the deepest nesting.
# This will impact how we iterate over nested rows to flatten the display of a nested tensors.
tensor = self.tensor
self.deepestNestedTensorAlongRow = dict(
) # map nested tensor (including self) to a list that indicates the deepest nested tensor per row
def determineDeepestNestedTensors(tensor):
'''
Determine and set the deepest nested tensor along each row of tensor,
applying this recursively for sub-tensors, and return the depth of this tensor.
'''
maxDepth = 1
self.deepestNestedTensorAlongRow[
tensor] = deepestNestedTensorAlongRow = []
for row in range(tensor.shape[0]):
deepestNestedTensor = None
maxDepthAlongRow = 1
for col in range(tensor.shape[1]):
if (row, col) in tensor:
cell = tensor[row, col]
if isinstance(cell, ExpressionTensor):
subDepth = determineDeepestNestedTensors(cell)
maxDepthAlongRow = max(maxDepthAlongRow,
subDepth + 1)
if deepestNestedTensor is None or subDepth > maxDepthAlongRow:
deepestNestedTensor = cell
maxDepth = max(maxDepth, maxDepthAlongRow + 1)
deepestNestedTensorAlongRow.append(deepestNestedTensor)
return maxDepth
determineDeepestNestedTensors(self.tensor)
def __init__(self, expr_tensor):
Operation.__init__(self, MATRIX, expr_tensor)
self.tensor = self.operands
if not isinstance(self.tensor, ExpressionTensor):
raise ImproperMatrix(
'Matrix must be given an ExpressionTensor for its operands')
if len(self.tensor.shape) != 2:
raise ImproperMatrix(
'Matrix must be given a 2-dimensional ExpressionTensor')
self.nrows = self.tensor.shape[0]
self.ncolumns = self.tensor.shape[1]
def __init__(self, n):
'''
Create some SU(n), the special unitary of degree n.
'''
Operation.__init__(self, SPECIAL_UNITARY, n)
self.operand = n
def __init__(self, state):
'''
Create a INPUT operation with the given input state.
'''
Operation.__init__(self, OUTPUT, state)
self.state = state
def __init__(self, number):
'''
Create a multi-wire.
'''
Operation.__init__(self, MULTI_WIRE, number)
self.number = number
def __init__(self, label):
Operation.__init__(self, BRA, label)
self.label = label
def __init__(self, mapExpr):
Operation.__init__(self, DOMAIN, [mapExpr])
def __init__(self, eps):
'''
P_fail(eps)
'''
Operation.__init__(self, P_FAIL, eps)
def __init__(self, eps):
'''
P_success(eps)
'''
Operation.__init__(self, P_SUCCESS, eps)
def __init__(self, U, t):
'''
Phase estimator circuit for Unitary U and t register qubits.
'''
Operation.__init__(self, PHASE_ESTIMATION, (U, t))
def __init__(self, event, random_variable):
Operation.__init__(self, PROB, [event, random_variable])
self.event = event
self.random_variable = random_variable
def __init__(self, ket):
Operation.__init__(self, MEAS, ket)
self.ket = ket
def __init__(self, label, size):
Operation.__init__(self, REGISTER_KET, [label, size])
self.label = label
self.size = size # size of the register
def __init__(self, angle1, angle2):
Operation.__init__(self, ANGULAR_DIFFERENCE, (angle1, angle2))
self.angle1 = angle1
self.angle2 = angle2
def __init__(self, gate_operation):
'''
Create a quantum circuit gate performing the given operation.
'''
Operation.__init__(self, GATE, gate_operation)
self.gate_operation = gate_operation
def __init__(self, n):
'''
QFT circuit for n qubits.
'''
Operation.__init__(self, INV_FT, n)
self.nqubits = n
def __init__(self, map_expr):
Operation.__init__(self, CODOMAIN, [map_expr])
