论文标题
关于与多编码相关的硫磺的分布
On the distribution of Iwasawa invariants associated to multigraphs
论文作者
论文摘要
令$ \ ell $为素数。多泽的二川多编写理论是对Abelian $ \ ell $ - 多编码的跨越树木数量的增长模式的系统研究。在这种情况下，iWasawa不变的某些类似物实现了增长模式，这些类似物取决于Prime $ \ ell $和Abelian $ \ ell $ the Multigraphs。我们提出和研究有关伊瓦泽$ $ $和$λ$不变的行为的统计问题。
Let $\ell$ be a prime number. The Iwasawa theory of multigraphs is the systematic study of growth patterns in the number of spanning trees in abelian $\ell$-towers of multigraphs. In this context, growth patterns are realized by certain analogues of Iwasawa invariants, which depend on the prime $\ell$ and the abelian $\ell$-tower of multigraphs. We formulate and study statistical questions about the behaviour of the Iwasawa $μ$ and $λ$ invariants.
