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Exact Spin Elimination for Quadratic and k-Local Ising Optimization

Berloff, Natalia G.
arXiv (OAI Expanded) · Papers
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data-structures-and-algorithmsdiscrete-mathematicsemerging-technologiesquantum-physics
Ising solvers have a finite spin budget. Quadratization uses auxiliary spins to replace higher-order interactions by pairwise ones. We show that removing spins while allowing more complex interactions can fit larger problems within the same spin budget and improve optimization. Walsh elimination min
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