【摘 要】
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Hills method is a numerical method to compute spectra of linear operators with peri odic coefficients.Such problems often arise when examining the linear st
【机 构】
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DepartmentofAppliedMathematics,UniversityofWashington
【出 处】
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International Conference Nonlinear Waves-Theory and Applicat
论文部分内容阅读
Hills method is a numerical method to compute spectra of linear operators with peri odic coefficients.Such problems often arise when examining the linear stability of periodic stationary solutions of nonlinear wave equations.I will discuss new results proving the convergence of Hills method for large classes of problems.Time permitting theorems for the computation of the eigenfunctions and for the rate of convergence of the eigenvalue computations will be given as well.
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