论文标题
强烈的共同分类和强烈的隔线捆绑包上的不易碎。
Strong non-vanishing of cohomologies and strong non-freeness of adjoint line bundles on $n$-Raynaud surfaces
论文作者
论文摘要
我们首先正式定义N-Tango曲线和N-Raynaud表面。然后，我们的研究重点是N射线表面表现出的病理行为。作为该分析的直接推论，我们提出了藤田对积极特征表面的猜想的简明辩护。
We begin by formally defining n-Tango curves and n-Raynaud surfaces. Our investigation then focuses on the pathological behaviors exhibited by n-Raynaud surfaces. As a direct corollary of this analysis, we present a concise disproof of Fujita's conjecture for surfaces in positive characteristics.
