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Functions:

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linear_pauli_rotations

linear_pauli_rotations(
bases: CArray[Pauli],
slopes: CArray[CReal],
offsets: CArray[CReal],
x: QArray[QBit],
q: QArray[QBit]
) -> None
[Qmod Classiq-library function] Performs a rotation on a series of mm target qubits, where the rotation angle is a linear function of an nn-qubit control register. Corresponds to the braket notation: ∣x⟩n∣q⟩m→∣x⟩n∏k=1m(cos⁡(ak2x+bk2)−isin⁡(ak2x+bk2)Pk)∣qk⟩\left|x\right\rangle _{n}\left|q\right\rangle _{m}\rightarrow\left|x\right\rangle _{n}\prod_{k=1}^{m}\left(\cos\left(\frac{a_{k}}{2}x+\frac{b_{k}}{2}\right)- i\sin\left(\frac{a_{k}}{2}x+\frac{b_{k}}{2}\right)P_{k}\right)\left|q_{k}\right\rangle where ∣x⟩\left|x\right\rangle is the control register, ∣q⟩\left|q\right\rangle is the target register, each P{k}P_\{k\} is one of the three Pauli matrices XX, YY, or ZZ, and a{k}a_\{k\}, b{k}b_\{k\} are the user given slopes and offsets, respectively. Parameters: