Wei-Yang Fang

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math.PR2026

Fourth-Order Fusion Asymptotics for $Sine_{β}$ Correlation Functions

Weiyang Fang

We compute the fourth-order correction to the full-collision asymptotics of the correlation functions of the $Sine_{β}$ process. For $m \geq 2$ and $m β > 3$ , the normalized co…

math.PR2026

Critical and subcritical fusion asymptotics for Sine $_{β}$ correlation functions

Weiyang Fang

We determine the first correction to the leading Vandermonde fusion law for the correlation functions of the Sine $* β$ process in the critical and and subcritical regimes $m β \leq 1$ .…

math.PR2026

Second-order Fusion Asymptotics for Sine\b{eta} Correlation Functions

Weiyang Fang

Recent work gives an all- $β$ , all-order stochastic-zeta representation of the correlation functions of the $\Sine_β$ process and determines their leading Vandermonde asymptotics wh…

Fourth-Order Fusion Asymptotics for Sineβ​ Correlation Functions

Critical and subcritical fusion asymptotics for Sineβ​ correlation functions

Second-order Fusion Asymptotics for Sine\b{eta} Correlation Functions

Fourth-Order Fusion Asymptotics for $Sine_{β}$ Correlation Functions

Critical and subcritical fusion asymptotics for Sine $_{β}$ correlation functions