SFA, a package on symmetric functions considered as operators over the ring of polynomials for the computer algebra system MAPLE (Q1971495)
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scientific article; zbMATH DE number 1422749
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | SFA, a package on symmetric functions considered as operators over the ring of polynomials for the computer algebra system MAPLE |
scientific article; zbMATH DE number 1422749 |
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SFA, a package on symmetric functions considered as operators over the ring of polynomials for the computer algebra system MAPLE (English)
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28 August 2000
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SFA package, symmetric functions on different alphabets, gives the possibility to perform formal computations by implementing the structure of \(\Delta\)-ring of symmetric functions viewed as operators. SFA is implemented in Maple. It is similar with Symmetrica and Sym for Macsyma. As an example, a recover procedure is taken for different classical expressions of Lagrange inversion and of Faber polynomials.
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symmetric functions
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ring of polynomials
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Maple
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computer algebra
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SFA package
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Lagrange inversion
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Faber polynomials
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0.8246304
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0.8020099
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0.7991459
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0.7825341
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0.7744337
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0.7730009
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0.7613196
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