Abstract
The self-dual network equation is an important model in the electrical signals and the nonlinear, lumped and self-dual ladder-type network. The local ∂¯(Dbar) approach with non-canonical normalization condition is extended to investigate the self-dual network equation. The associated relative voltage and current for higher-order solitons are characterized by the Dbar data, including the discrete spectrum and norming constants. The dynamic behaviors are also discussed.
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