Features List
- Functions analytical approximation:
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Initial value problems analytical approximation:
- LDE coefficients, initial conditions and interval of the approximation can be symbolical expressions
- LDE can have regular singular points (RSP) in the interval of the approximation
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Boundary value problems analytical approximation:
- Homogeneous BVP and non homogeneous BVP
- Automatic definition of eigenvalue variable name for homogeneous BVP
- Exact mode for calculation of corresponding eigenvalues
- Normalization function presented for homogeneous BVP approximate solutions
- LDE coefficients, boundary conditions and interval of the approximation can be symbolical expressions
- LDE can have regular singular points (RSP) in the interval of the approximation
- The methods are "fast saturated" and give asymptotically best approximation in Chebyshev metric
- Automatic definition of problem type (BVP, IVP ...)
- LDE with non-polynomial coefficients - non-polynomial example
