论文标题
来自Q系列$ \ hat {z} $的witt不变性
Witt invariants from q-series $\hat{Z}$
论文作者
论文摘要
我们提出了3个Manifolds的Witt不变性与$ \ hat {z} $ - 不变性之间的关系。它提供了一种替代方法来计算3个manifolds的Witt不变性，该方法最初是在四个维度上几何定义的。我们分析了使用此方法的各种同源球，包括双曲线歧管。
We present a relation between the Witt invariants of 3-manifolds and the $\hat{Z}$-invariants. It provides an alternative approach to compute the Witt invariants of 3-manifolds, which were originally defined geometrically in four dimensions. We analyze various homology spheres including a hyperbolic manifold using this method.
