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Given: Ry(theta) acting on one qubit

I'm trying to use existing Cirq Operators to build the conjugate transpose of the above gate. I need the operator to produce the exact unitary of the given gate for the given theta.

I'v already used cirq.optimizers.single_qubit_matrix_to_gates. It gives YPowGates but the global phase changes with theta. I need either the exact unitary of the gate or another conversion that its global phase does not change with theta.

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cirq.inverse(operation) will return the conjugate transpose of an operation.

Equivalently, you can use operation**-1 (this is the first thing that cirq.inverse tries).

For the specific case of $R_y$, you can just negate the angle i.e. use cirq.ry(-theta).

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