T. Sun

works on

degree distribution 1 evolving networks 1 galton-watson processes 1 generating functions 1 log-periodic modulation 1 power-law tails 1

From the 1 of 3 linked papers with an AI index.

collaborators

3 papers

math.AG2026

Finite quotients of sousperfectoid adic spaces need not be adic

Xiao-Ming Fu, Tianyang Sun

For every prime $p$ and every perfectoid field $K$ of characteristic $p$ , we construct a geometrically normal sousperfectoid affinoid adic space with a $C_{p}$ -action whose quotient…

math.PR2026

Sharp asymptotics for the tree-completion time in cylindrical Hastings--Levitov $(0)$

Xiao-Ming Fu, Tianyang Sun, Yuxuan Zong

Let $CHL_{N}$ be the cylindrical Hastings--Levitov aggregation process with parameter $0$ on a cylinder of width $N$ with particles of fixed size $λ > 0$ , and let $ω_{N, λ}$ be…

math.PR2026

Power-law and log-periodic degree tails for a family of probability generating function equations arising in evolving networks

Qunqiang Feng, Xiao-Ming Fu, Tianyang Sun

The paper analyzes a probability generating function equation that describes the limiting degree distribution of certain evolving network models, proving a unique solution with a p…

Finite quotients of sousperfectoid adic spaces need not be adic

Sharp asymptotics for the tree-completion time in cylindrical Hastings--Levitov(0)

Power-law and log-periodic degree tails for a family of probability generating function equations arising in evolving networks

Sharp asymptotics for the tree-completion time in cylindrical Hastings--Levitov $(0)$