论文标题
约旦一半的准终止轴向代数
Quasi-definite axial algebras of Jordan type half
论文作者
论文摘要
轴向代数是由有限的原始依恋群产生的交换性非社交代数，这些原始构素对代数的作用是半imimple的，并且满足了这些基于这些基于这些基金的征量的融合法。我们发现了足够的条件，从弗罗贝尼乌斯形式和基于约旦型的轴向代数为统一的轴向代数的性质。
Axial algebras are commutative nonassociative algebras generated by a finite set of primitive idempotents which action on an algebra is semisimple, and the fusion laws on the products between eigenvectors for these idempotents are fulfilled. We find the sufficient conditions in terms of the Frobenius form and of the properties of idempotents under which an axial algebra of Jordan type half is unital.
