Commuting embeddings of game algebras, constructed via common Cartan decompositions, enable parallel non-local game strategies on fewer qubits than tensor products while preserving the ability to play multiple games simultaneously or select one at random.
Lie groups, lie algebras, and representations
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Commuting Embeddings for Parallel Strategies in Non-local Games
Commuting embeddings of game algebras, constructed via common Cartan decompositions, enable parallel non-local game strategies on fewer qubits than tensor products while preserving the ability to play multiple games simultaneously or select one at random.