Algebraic bounded-degree Kolmogorov-Arnold representation established for physical properties of unentangled multi-qubit product states using fixed local inner observables and shallow univariate polynomial architecture.
On Hilbert’s thirteenth problem and related questions
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Algebraic Kolmogorov--Arnold representation theorem for quantum measurement
Algebraic bounded-degree Kolmogorov-Arnold representation established for physical properties of unentangled multi-qubit product states using fixed local inner observables and shallow univariate polynomial architecture.