In this paper, we shed new light on the spectrum of relation algebra $32_{65}$. We show that 1024 is in the spectrum, and no number smaller than 26 is in the spectrum. In addition, we derive upper and lower bounds on the smallest member of the spectra of an infinite class of algebras derived from $32_{65}$ via splitting.

翻译：在本文中,我们对关系代数的频谱做了新的说明。我们显示有1024个在频谱中,没有比26个小的,也没有比26个在频谱中。 此外,我们通过分裂获得一个无限代数等级的微小频谱中最小的一分子的上限和下限,该类代数来自32 ⁇ 65美元。