ON DECOMPOSITIONS OF THE KDV 2-SOLITON NICHOLAS BENES, ALEX KASMAN, AND KEVIN YOUNG Abstract. The KdV equation is the canonical example of an integrable nonlinear partial differential equation supporting multi-soliton so - Soliton - Document - PDFSEARCH.IO

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	ON DECOMPOSITIONS OF THE KDV 2-SOLITON NICHOLAS BENES, ALEX KASMAN, AND KEVIN YOUNG Abstract. The KdV equation is the canonical example of an integrable nonlinear partial differential equation supporting multi-soliton so Add to Reading List Document Date: 2008-08-12 12:39:30 Open Document File Size: 378,22 KB Share Result on Facebook IndustryTerm integrable nonlinear partial differential equation supporting multi-soliton solutions / energy / 2soliton solution / / Person NICHOLAS BENES / KEVIN YOUNG / ALEX KASMAN / / SocialTag Fluid dynamics Differential equations Korteweg–de Vries equation Calculus Solitons Partial differential equations

ON DECOMPOSITIONS OF THE KDV 2-SOLITON NICHOLAS BENES, ALEX KASMAN, AND KEVIN YOUNG Abstract. The KdV equation is the canonical example of an integrable nonlinear partial differential equation supporting multi-soliton soAdd to Reading List