Toolset for Supporting the Research of Lattice Based Number Expansions

Keywords: radix system, generalized number system, simulation


The world of generalized number systems contains many challenging areas. Computer experiments often support the theoretical research. In this paper we introduce a toolset that helps to analyze some properties of lattice based number expansions. The toolset is able to (1) analyze the expansions, (2) decide the number system property, (3) classify and visualize the periodic points. The toolset is implemented in Python, published alongside with a database that stores plenty of special expansions, and is able to store the custom properties like signature, operator eigenvalues, etc. Researchers can connect to the server and request/upload data, or perform experiments on them. We present an introductory usage of the toolset and detail some results that has been observed by the toolset. The toolset can be downloaded from domain.


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How to Cite
Hudoba, P., & Kovács, A. (2021). Toolset for Supporting the Research of Lattice Based Number Expansions. Acta Cybernetica, 25(2), 271-284.
Special Issue of the 12th Conference of PhD Students in Computer Science