<ul><li>Growing demand for high-speed Ising-computing-specific hardware has prompted a need for determining how the accuracy depends on a hardware implementation with physically limited resources.</li><li>To optimize the accuracy-efficiency trade-off, this study focuses on the Hopfield model with discrete coupling.</li><li>The order parameter equations of the Hopfield model with discrete coupling are derived using the replica method.</li><li>The relationship between the number of bits representing the coupling strength and the critical memory capacity is clarified.</li></ul>

Research on Hopfield Models part10(Machine Learning 2024)

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