A Linear Superposition Formula for the Sine-Gordon Multisoliton Solutions

スポンサーリンク

概要

• 論文の詳細を見る

• We present simple constructions of the multiso[iton solution of the sine-Gordonequation (i) as a nonlinear cotnbination of asymptotic (i.e. cc>nstant speed) solitonsand (ii) as a linear superposition of accelerating kinks. We argue that the latter pro-vides a more consistent interpretation of a multisoliton solutic>n as an interaction be-tween its asymptotic components.

• 社団法人日本物理学会の論文
• 1987-03-15

著者

• MILLER J.

  Department of Economics University of Missouri

• Stuart A

  City Univ. London Gbr

• Bryan A.c.

  Department Of Mathematics City University

• Bryan A.C.

  Department of Mathematics,The City University

• Stuart A.E.G.

  Department of Mathematics,The City University

• Miller J.

  Department of Mathematics,The City University

関連論文

• Meta-Evidence of Asymmetric Price Transmission in US Agricultural Markets
• The Cranial Base in Craniofacial Development : a Gene Therapy Study
• A Linear Superposition Formula for the Sine-Gordon Multisoliton Solutions
• Analysis of Intracerebral Hematoma Shapes by Numerical Computer Simulation Using the Finite Element Method
• On the Nonexistence of Soliton Solutions of the Regularized Long-Wave Equation

スポンサーリンク