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This paper deals with a continuous class of octagons, built from the so-called “sequence of Carboncettus octagons”. We first explain the building techniques, then we study the main properties and make comparisons with the original sequence (which gives a discrete family of octagons) and some related ones. Finally, in the last part of this work, we also study the behavior of this new continuous family of octagons by adopting the lens of the infinity computing.

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Some Notes on a Continuous Class of Octagons

  • 会议论文

  • 发表日期：

    2025年

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  • Francesco Ingarozza,
  • Aldo Piscitelli

摘要

This paper deals with a continuous class of octagons, built from the so-called “sequence of Carboncettus octagons”. We first explain the building techniques, then we study the main properties and make comparisons with the original sequence (which gives a discrete family of octagons) and some related ones. Finally, in the last part of this work, we also study the behavior of this new continuous family of octagons by adopting the lens of the infinity computing.