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LdeApprox - Mathematica package for approximate solutions of linear differential equations,
initial and boundary value problems.
The method applied is numerically - analytical one (a-method by V. K. Dzyadyk).
It means that LDE coefficients, boundary or initial conditions and interval of the approximation can be either symbolical or numerical expressions.
The method gives asymptotically best approximation in Chebyshev metric.
The method can be applied:
-to find approximation of a function with parameters
-to solve initial value problems (IVP)
-to solve boundary value problems (BVP)
-to solve LDE's with regular singular points (RSP)
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| Title: |
LdeApprox - Polynomial Approximations (Mathematica package) |
| Description: |
LdeApprox - Mathematica package for numeric and symbolic polynomial approximations. |
| Category: |
Package
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Approximations
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Precision
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Chebyshev
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Approximation
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Mathematica
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Mathematica Package
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Mathematica Packages
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Ldeapprox
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Approximate Solutions
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Approximation Theory
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Dzjadyk
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Dzaidyk
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Dzyadyk
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A-method
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Lde
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Differential Equation
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Polynomial Approximations
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Regular Singular Points
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Chebyshev Metric
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Boundary Value Problems
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Initial Value Problems
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Function Approximation
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Numeric Approximation
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Symbolic Approximation
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Function Approximations
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Approximation Precision
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Polynomial Coefficients
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Bvp
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Lde Coefficients
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