Develops a Laguerre spectral minimum action method with time rescaling and improved quadrature for efficient quasi-potential computation in infinite-horizon problems.
Mikhailenko, Spectral Laguerre method for the app roximate solu- tion of time dependent problems, Appl
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Optimal asymptotic estimates for Laguerre and Hermite coefficient decay for functions with algebraic and logarithmic singularities, yielding convergence rates for spectral orthogonal projections.
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An Efficient Laguerre Minimum Action Method for Computing Quasi-Potentials
Develops a Laguerre spectral minimum action method with time rescaling and improved quadrature for efficient quasi-potential computation in infinite-horizon problems.
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Optimal asymptotic analyses on Laguerre and Hermite orthogonal approximation for functions of algebraic and logarithmic regularitiesYali
Optimal asymptotic estimates for Laguerre and Hermite coefficient decay for functions with algebraic and logarithmic singularities, yielding convergence rates for spectral orthogonal projections.