A Functorial Construction of Quantum Subtheories
AbstractWe apply the geometric quantization procedure via symplectic groupoids to the setting of epistemically-restricted toy theories formalized by Spekkens (Spekkens, 2016). In the continuous degrees of freedom, this produces the algebraic structure of quadrature quantum subtheories. In the odd-prime finite degrees of freedom, we obtain a functor from the Frobenius algebra of the toy theories to the Frobenius algebra of stabilizer quantum mechanics. View Full-Text
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Contreras, I.; Duman, A.N. A Functorial Construction of Quantum Subtheories. Entropy 2017, 19, 220.
Contreras I, Duman AN. A Functorial Construction of Quantum Subtheories. Entropy. 2017; 19(5):220.Chicago/Turabian Style
Contreras, Ivan; Duman, Ali N. 2017. "A Functorial Construction of Quantum Subtheories." Entropy 19, no. 5: 220.
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