- Published 2017 in computational complexity
DOI:10.1007/s00037-017-0162-2

We study the complexity of approximately evaluating the Ising and Tutte partition functions with complex parameters. Our results are partly motivated by the study of the quantum complexity classes BQP and IQP. Recent results show how to encode quantum computations as evaluations of classical partition functions. These results rely on interesting and deep… CONTINUE READING

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