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A Maple algorithm for empirically predicting the asymptotic behavior of integer sequences from some initial terms.

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DifferentialApproximation

DA-0-5 is a work-in-progress Maple library for empirically predicting the asymptotic behavior of integer sequences based on some known initial terms. This code is not yet fit for public consumption, but I am always more than happy to apply it to sequences of interest, so please feel free to contact me at [email protected].


If this code is useful to you in your work, please consider citing it.

Bibtex entry:
@misc{DiffApprox,
	author = {Jay Pantone},
	howpublished = {\url{https://github.com/jaypantone/DiffApprox}},
	month = {December},
	note = {DOI: \url{https://doi.org/10.5281/zenodo.5810652}},
	title = {{D}iff{A}pprox: A {M}aple library to predict the asymptotic behavior of counting sequences given some initial terms},
	year = {2021}
}
Biblatex entry:
@software{DiffApprox,
	author = {Jay Pantone},
	date = {2021},
	doi = {10.5281/zenodo.5810652},
	month = {12},
	title = {DiffApprox: A Maple library to predict the asymptotic behavior of counting sequences given some initial terms},
	url = {https://github.com/jaypantone/DiffApprox}
}

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A Maple algorithm for empirically predicting the asymptotic behavior of integer sequences from some initial terms.

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