Jie Xu

collaborators

2 papers

math.DG2026

The Rosenberg $S^{1}$ -Stability Conjecture for $I ¨ (X) = 0$

Jie Xu

Let $X$ be a closed, oriented manifold with $dim X ⩾ 5$ . In this article, we show that 2006 Rosenberg's $S^{1}$ -stability holds when $X$ has zero Euler ch…

math.DG2026

A Codimension Two Approach to the $S^{1}$ -Stability Conjecture

Steven Rosenberg, Jie Xu

J. Rosenberg's $S^{1}$ -stability conjecture states that a closed oriented manifold $X$ admits a positive scalar curvature metric iff $X \times S^{1}$ admits a positive…

The Rosenberg S1-Stability Conjecture for I¨(X)=0

A Codimension Two Approach to the S1-Stability Conjecture

The Rosenberg $S^{1}$ -Stability Conjecture for $I ¨ (X) = 0$

A Codimension Two Approach to the $S^{1}$ -Stability Conjecture