From Resonance to Computation:A Six-Layer Framework for Analog Neural Processing in Coupled RLC Oscillator Networks
This paper proposes a six-layer computational framework that models coupled neural oscillator networks as analog RLC circuits, demonstrating how subthreshold resonance, phase-based binding, and tunable impedance landscapes enable memory, pattern completion, and multiplexed computation while bridging the gap between linear electrical descriptions and nonlinear attractor dynamics.