What are the main challenges in higher-order methods?
Higher-order methods can be complex due to issues like stability, convergence, and computational cost.
Can you explain the stability issues in more detail?
Stability issues often arise from the discretization of equations, leading to numerical oscillations or divergence.
How do these methods compare to lower-order methods?
Higher-order methods generally provide better accuracy but may require more computational resources and careful implementation.
What are some practical applications of higher-order methods?
They are widely used in fluid dynamics, structural analysis, and other fields requiring precise simulations.
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