Topological rigidity of higher graph manifolds
No\'e B\'arcenas, Daniel Juan-Pineda, Pablo Su\'arez-Serrato
TL;DR
This paper proves the Borel conjecture for a class of aspherical manifolds, including higher graph manifolds, advancing understanding of their topological rigidity.
Contribution
It establishes the Borel conjecture for higher graph manifolds, a significant step in topological rigidity theory.
Findings
Proves the Borel conjecture for higher graph manifolds
Shows topological rigidity for a new class of aspherical manifolds
Advances understanding of manifold classification
Abstract
In this short note we prove the Borel conjecture for a family of aspherical manifolds that includes higher graph manifolds.
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