M. Burak Erdoğan, Dirk Hundertmark, Young-Ran Lee
Abstract
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We show that any $L^2$ solution of the Gabitov-Turitsyn equation describing dispersion managed solitons decay exponentially in space and frequency domains. This confirms in the affirmative Lushnikov's conjecture of exponential decay of dispersion managed solitons.
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We show that any $L^2$ solution of the Gabitov-Turitsyn equation describing dispersion managed solitons decay exponentially in space and frequency domains. This confirms in the affirmative Lushnikov's conjecture of exponential decay of dispersion managed solitons.
Key concepts: Dispersion (optics), Exponential decay, Exponential function, Exponential growth, Physics, Conjecture, Space (punctuation), Soliton