A symmetric fractional-order reduction method is developed for high-order numerical algorithms on nonuniform meshes for diffusion-wave equations under low regularity assumptions, with tailored parameters for L-type schemes.
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Mathematical analysis and symmetric fractional-order reduction method for diffusion-wave equations
A symmetric fractional-order reduction method is developed for high-order numerical algorithms on nonuniform meshes for diffusion-wave equations under low regularity assumptions, with tailored parameters for L-type schemes.