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Optics / Fluid dynamics / Partial differential equations / Water waves / Nonlinear Schrödinger equation / Fiber-optic communication / Soliton / Dispersion / Wavelength-division multiplexing / Physics / Calculus / Wave mechanics


Applications of the ¨ Nonlinear Schrodinger Equation to Optical Fiber Communications William L. Kath
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Document Date: 2004-10-28 15:23:51

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File Size: 2,88 MB

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City

Casablanca / New York / /

Company

Ge / W SA C / W System / Alcatel S A / /

Country

Bermuda / SWITZ. / Ireland / /

Facility

Fields Institute / Harbour Shirley Rhode Island South Gemini / anomalous/focusing Fields Institute / µm Fields Institute / NORTHWESTERN UNIVERSITY Fields Institute / x Fields Institute / /

IndustryTerm

manufacturersÕ systems / high-speed communications / /

Organization

Fields Institute / anomalous/focusing Fields Institute / x Fields Institute / NORTHWESTERN UNIVERSITY Fields Institute / Optical Fiber Communications William L. Kath Department of Applied Mathematics McCormick School / µm Fields Institute / Northwestern University / /

Person

VERA ERS / William L. Kath / Bound N-soliton / /

Position

model / /

Product

M-16 / /

Technology

T -1 / laser / T-1 / Optical Fibre / Optical Fiber / /

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