论文标题
代数 - 地形方向性和IR二元性
Algebro-geometrical orientifolds and IR dualities
论文作者
论文摘要
方向投影是量子场理论几何工程学中的重要组成部分。但是，方向可以分解超符号对称性，并且不接受新的超符号固定点（II场景）；然而，在某些情况下，以i和iii场景为方向，达到了一个新的IR固定点，并且对于III场景示例，有些仍未完全理解IR二重性。在这里，我们给出了III场景方向的代数 - 地形观点，以供曲曲面品种，我们提出了相关的操作员的存在，这些操作员的存在，这些操作员变形了启动的启动方向的CFT，从而触发流动。我们简要讨论了该流程的可能的全息描述。
Orientifold projections are an important ingredient in geometrical engineering of Quantum Field Theory. However, an orientifold can break down the superconformal symmetry and no new superconformal fixed points are admitted (II scenario); nevertheless, in some cases, dubbed I and III scenarios orientifold, a new IR fixed point is achieved and, for III scenario examples, some still not fully understood IR duality seems to emerge. Here we give an algebro-geometrical point of view of III scenario orientifold for toric varieties and we propose the existence of relevant operators that deform the starting oriented CFT triggering a flow. We briefly discuss a possible holographic description of this flow.
