Integrated Information in Process Theories

Published 18 Feb 2020 in cs.LO, math.CT, and quant-ph | (2002.07654v1)

Abstract: We demonstrate how the key notions of Tononi et al.'s Integrated Information Theory (IIT) can be studied within the simple graphical language of process theories, i.e. symmetric monoidal categories. This allows IIT to be generalised to a broad range of physical theories, including as a special case the Quantum IIT of Zanardi, Tomka and Venuti.

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