讲座内容：

The hypercube is a widely recognized and effective topological structure for networks. To improve the hypercube's performance in terms of diameter, numerous variants were put forward successively, including the locally twisted cube, the spined cube, and the augmented cube. A problem is how to establish the relationship between a hypercube and its variants. In this presentation, I will introduce a technique for embedding hypercubes within some variants. Additionally, I will discuss some applications of this approach.