论文标题
分解八元多项式
Factoring Octonion Polynomials
论文作者
论文摘要
我们提供了Wedderburn分解方法的类似物，用于在八元分区代数中具有系数的中央多项式，并提出了一种算法，用于完全考虑$ n $的多项式$ n $具有$ n $ conegacy os late coldentials的算法。
We provide an analogue of Wedderburn's factorization method for central polynomials with coefficients in an octonion division algebra, and present an algorithm for fully factoring polynomials of degree $n$ with $n$ conjugacy classes of roots, counting multiplicities.
