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---
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features:
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- |
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Added `operator_schmidt_decomposition` to `qiskit.quantum_info`. This function
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computes the **operator Schmidt decomposition** of an operator acting on `n` qubits
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across a specified bipartition. It returns:
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* The full set of singular values (Schmidt coefficients).
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* Lists of Schmidt factors `A_r` and `B_r` in the permuted basis.
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* Partition and permutation metadata, including the permutation matrix.
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* Optional reconstruction of the operator in the original qubit order.
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* Truncation support: keep only the top-`k` Schmidt terms with Frobenius-optimal
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error reporting.
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This utility is useful for analyzing entanglement structure of operators, validating
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tensor decompositions, and benchmarking low-rank approximations.

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