A tensor cross interpolation method computes quantum resource quantifiers directly from their definitions, demonstrated for stabilizer Rényi entropy in 1D and relative entropy of coherence in 2D Ising models.
Bipartite entanglement and entropic boundary law in lattice spin systems
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Computing Quantum Resources using Tensor Cross Interpolation
A tensor cross interpolation method computes quantum resource quantifiers directly from their definitions, demonstrated for stabilizer Rényi entropy in 1D and relative entropy of coherence in 2D Ising models.