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An exploration of patterns in alternative base systems for Prof. Manes' Honors 391H Mathematica class

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4ier and 4iest

Edridge D'Souza, Honors 391H with Prof. Manes

This is a copy of my final project for Honors 391H (Prof Ernest Manes, UMass Amherst Spring 2018), involving analysis of 4ier/4iest numbers, extending a pipeline to Nier/Niest numbers, and then introducing analyses of Benford's Law. The Mathematica notebook is included, as well as an HTML copy of the results. For best results, view the notebook interactively in a Wolfram Mathematica notebook. The HTML page will contain all the code and explanations, but the interactive elements (including the dynamic charts and Manipulate[] elements) might not be fully functional. However, I manually replaced each Manipulate[] instance with an automated GIF image showing what the output would have been.

Working HTML preview

Click this link to see a live preview of the HTML version of the notebook. Again, the Manipulate[] and the other interactive charts won't be interactive.

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An exploration of patterns in alternative base systems for Prof. Manes' Honors 391H Mathematica class

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