Abstract
The Yang-Mills equations are nonlinear, and therefore there is little hope of finding closed-form solutions. Such a statement seems quite plausible. Every student who has taken a course in differential equations will remember that the only differential equations for which a general solution is given in closed form are linear differential equations with constant coefficients. As often occurs in life, however, exceptions to the rule are sometimes are more interesting than the rules themselves. The wave equations for scattering have turned out to be an exception.KeywordsRiemann SurfaceSolitary WaveSoliton SolutionConstant Negative CurvatureSchrOdinger OperatorThese keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.
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