Optimal quantum circuit cutting to minimize cuts is NP-complete, with an SMT solver for bounded-size partitions.
Trading classical and quantum computational resources,
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D-QEO framework uses quantum topographical preconditioning on separable functions via small parallel subcircuits to generate seeds that accelerate classical global optimization and avoid exponential failure rates.
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Quantum Circuit Cutting: Complexity and Optimization
Optimal quantum circuit cutting to minimize cuts is NP-complete, with an SMT solver for bounded-size partitions.
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Distributed Quantum-Enhanced Optimization: A Topographical Preconditioning Approach for High-Dimensional Search
D-QEO framework uses quantum topographical preconditioning on separable functions via small parallel subcircuits to generate seeds that accelerate classical global optimization and avoid exponential failure rates.