dq.zeros_like
zeros_like(
x: QArrayLike, dims: tuple[int, ...] | None = None, layout: Layout | None = None
) -> QArray
Returns the null operator in the Hilbert space of the input.
Parameters
-
x
(qarray-like of shape (..., n, 1) or (..., 1, n) or (..., n, n))
–
Ket, bra or operator.
-
dims
(tuple of ints or None)
–
Dimensions of each subsystem in the composite system Hilbert space tensor product. Defaults to
None
(x.dims
if available, single Hilbert spacedims=(n,)
otherwise). -
layout
(dq.dense, dq.dia or None)
–
Matrix layout.
Returns
(qarray of shape (n, n)) Null operator, with n = prod(dims).
Examples
Single-mode \(0_4\):
>>> a = dq.destroy(4)
>>> dq.zeros_like(a)
QArray: shape=(4, 4), dims=(4,), dtype=complex64, layout=dia, ndiags=0
[[ â‹… â‹… â‹… â‹… ]
[ â‹… â‹… â‹… â‹… ]
[ â‹… â‹… â‹… â‹… ]
[ â‹… â‹… â‹… â‹… ]]
Multi-mode \(0_2 \otimes 0_3\):
>>> a, b = dq.destroy(2, 3)
>>> dq.zeros_like(a)
QArray: shape=(6, 6), dims=(2, 3), dtype=complex64, layout=dia, ndiags=0
[[ â‹… â‹… â‹… â‹… â‹… â‹… ]
[ â‹… â‹… â‹… â‹… â‹… â‹… ]
[ â‹… â‹… â‹… â‹… â‹… â‹… ]
[ â‹… â‹… â‹… â‹… â‹… â‹… ]
[ â‹… â‹… â‹… â‹… â‹… â‹… ]
[ â‹… â‹… â‹… â‹… â‹… â‹… ]]
See also
dq.zeros()
: returns the null operator.