Mihyun Kang

works on

central limit theorem 1 efron-stein inequality 1 giant component 1 k-core 1 random graphs 1

From the 1 of 17 linked papers with an AI index.

activity

20242026

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math.PR2026

Counting subgraphs in bounded-size Achlioptas processes

Mihyun Kang, Oliver Riordan

Achlioptas processes such as the Bohman--Frieze process are much harder to analyse than the classical ErdÅs--RÃ©nyi process, due to the dependence between edges added at different…

math.PR2026

Uniqueness and locality of the ground state of the disordered Monomer-Dimer models on independently weighted Unimodular BienaymÃ©-Galton-Watson trees

Mihyun Kang, Mike Liu

Consider a finite graph $G = (V (G), E (G))$ and two continuous weight distributions $I ¨ $ and $I^¾$ , for which we only assume that $I^¾$ is lower bounded. Next, independently draw weights…