qat.lang.ISWAP

qat.lang.ISWAP

Definition of the \(ISWAP\) gate (of arity \(2\)). This gate is part of the default gate set of myQLM and is defined in the default gate set default_gate_set().

from qat.lang import qrout, ISWAP

@qrout
def circ():
    ISWAP(0, 1)
data:image/png;base64,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
from qat.lang import qrout, ISWAP

@qrout
def ctrl_circ():
    ISWAP.ctrl()(0, 1, 2)
data:image/png;base64,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
Multi-controlled gate
from qat.lang import qrout, ISWAP

@qrout
def multi_ctrl_circ():
    ISWAP.ctrl(2)(0, 1, 2, 3)
from qat.lang import qrout, ISWAP

@qrout
def reversed_circ():
    ISWAP.dag()(0, 1)
data:image/png;base64,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

This \(ISWAP\) gate is defined by:

\[\begin{split}\begin{vmatrix} 1 & 0 & 0 & 0 \\ 0 & 0 & i & 0 \\ 0 & i & 0 & 0 \\ 0 & 0 & 0 & 1 \\ \end{vmatrix}\end{split}\]