A QMA (Quantum Merlin-Arthur) is a complexity class in quantum computing that is similar to the classical complexity class NP. In QMA, a quantum verifier interacts with a quantum prover to determine whether a given input string belongs to a language in polynomial time. The prover sends a quantum state to the verifier, who then performs measurements on the state to determine whether the input is accepted or rejected.
QMA is an important complexity class in the study of quantum computing and quantum information theory, as it provides insight into the power of quantum resources for solving computational problems. QMA-complete problems are considered to be the hardest problems in the QMA complexity class, and many well-known quantum algorithms have been developed to address these problems.
Overall, QMA serves as an important framework for understanding the capabilities and limitations of quantum computers, and is a key area of research in the field of quantum computing.
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