Fermionic cellular automata in one dimension are classified up to finite-depth circuits without ancillas, and a new 'forking' automaton is shown to be implementable but not expressible by qubit-style gates.
Potter, and Ashvin Vishwanath
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Fermionic cellular automata in one dimension
Fermionic cellular automata in one dimension are classified up to finite-depth circuits without ancillas, and a new 'forking' automaton is shown to be implementable but not expressible by qubit-style gates.