Defines influence-solvability for (1+1)D circuits via finite-χ uniform MPS influence matrices, derives local necessary and sufficient conditions from the MPS fundamental theorem, and classifies new solvable brickwork circuits for small local dimensions.
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Influence-solvability: a systematic theory of $(1+1)D$ solvability and its application to brickwork circuits
Defines influence-solvability for (1+1)D circuits via finite-χ uniform MPS influence matrices, derives local necessary and sufficient conditions from the MPS fundamental theorem, and classifies new solvable brickwork circuits for small local dimensions.