论文标题
计算三角形类别的维度：路径代数，张量功率和Orbifold射影线
Calculating dimension of triangulated categories: path algebras, their tensor powers and orbifold projective lines
论文作者
论文摘要
这是Arxiv的伴侣论文：1901.09461，讨论了三角类别的维度的不同概念。在这里，我们计算一些三角类别示例的尺寸，从而说明和激励LOC的材料。引用我们的示例包括有限有序砂的路径代数，Orbifold射击线，A类型和类别的Dynkin Quivers中的路径代数的一些张量，由特殊对生成。
This is a companion paper of arXiv:1901.09461, where different notions of dimension for triangulated categories are discussed. Here we compute dimensions for some examples of triangulated categories and thus illustrate and motivate material from loc. cit. Our examples include path algebras of finite ordered quivers, orbifold projective lines, some tensor powers of path algebras in Dynkin quivers of type A and categories, generated by an exceptional pair.
