论文标题
在曲线上的抛物线束的基本（P） - 限制
On the essential (p)-dimension of parabolic bundles on a curve
论文作者
论文摘要
我们研究了载体束的模量堆栈的基本维度和必需的p维数，并在包含合理点的光滑轨道曲线上。我们改善了这一基本维度的已知界限，并获得了平等模量，即Colliot-Thelene，Karpenko和Merkurjev的著名猜想。在基本p维度的情况下，我们获得平等。
We study the essential dimension and essential p-dimension of the moduli stack of vector bundles over a smooth orbifold curve containing a rational point. We improve the known bounds on this essential dimension and obtain an equality modulo the famous conjecture of Colliot-Thelene, Karpenko and Merkurjev. In the case of essential p-dimension we obtain an equality.
