The partition method for a power series expansion. Theory and applications (Q2825517)
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scientific article; zbMATH DE number 6638352
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The partition method for a power series expansion. Theory and applications |
scientific article; zbMATH DE number 6638352 |
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13 October 2016
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partition tree
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bivariate recursive central partition
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classes of partitions
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partition function
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redundant partitions
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The partition method for a power series expansion. Theory and applications (English)
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The author has done a commendable work by exploring the partition method for determining the coefficients of power series expansion. His own work of 1990's has been extended beautifully to study mathematical functions. Varied applications of this method have been discussed in this book and coefficients are even computed using a programming methodology, wherein a partition tree has been developed in the form of a C/C++ code. The author has used the computational software Mathematica to express the coefficients in desired form. This broad method of partitions widens the scope of researchers to use this latest theory by incorporating the partition method as a new application.
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