论文标题
蛮力搜索R-对称的Wess-Zumino型号
A brute-force search for R-symmetric Wess-Zumino models
论文作者
论文摘要
这项工作使详尽地搜索具有多达5个手性领域的通用r-对称wess-zumino模型，并通过尼尔森·塞伯格定理的预测及其概括来检查其真空解决方案的一致性。每个模型都记录为字段的R齐载分配，它独特地确定了具有通用系数的立方多项式超电势。在搜索算法中正确消除了置换对称性和可简化模型的冗余。我们发现，在总共859个模型中，其中19个具有由尼尔森·塞伯格定理及其概括的超对称性真空吸尘器。这些特殊模型具有由以前文献中发现的结构所涵盖的特定R-Charge分配。搜索结果可用于估计字段计数方法的准确性，以在弦景观中查找超对称模型。预计将来的工作中有更多数据集的应用程序。
This work makes an exhaustive search for generic renormalizable R-symmetric Wess-Zumino models with up to 5 chiral fields, and checks the consistency of their vacuum solutions with predictions from the Nelson-Seiberg theorem and its generalizations. Each model is recorded as the R-charge assignment of fields, which uniquely determines the cubic polynomial superpotentials with generic coefficients. Redundancy from permutation symmetries and reducible models are properly eliminated in the searching algorithm. We found that among 859 models in total, 19 of them have supersymmetric vacua unpredicted by the Nelson-Seiberg theorem and its generalizations. These exceptional models have their specific R-charge assignments covered by constructions found in previous literature. The search result can be used to estimate the accuracy of the field counting method for finding supersymmetric models in the string landscape. More applications of the dataset are expected in future work.
