At present, world sports events become more and more various, but basketball is still one of Chinese youth favorite sports events, Chinese basketball teaching also gradually becomes focus of researching. The paper analyzes Chinese basketball teaching status. Firstly, it studies China university basketball super League cultural background competition rules, it finds out that China university bas...

A P2P system based on super-peer overlay shows good features of combining both advantages of hybrid and pure P2P systems. Most P2P applications being developed are based on the overlay networks composed of super-peers. Super-peer is a special peer acting as a server to a cluster of client peers. Selecting super-peers and constructing a super-peer overlay for clustering client peers are importan...

The slow intelligence system (SIS) technology is a novel technology for the design of a complex information system that is aware of the environment through multiple sensors and capable of improving its performance over time. In this paper we describe a practical slow intelligence system test bed where super-components can be specified to describe interactions among components. These supercompon...

This paper describes the design of an experimental multi-level slow intelligence system for health care, called the TDR system, consisting of interacting super-components each with different computation cycles specified by an abstract machine model. The TDR system has three major super-components: Tian (Heaven), Di (Earth) and Ren (Human), which are the essential ingredients of a human-centric ...

The increasing interest in Peer-to-Peer systems (such as Gnutella) has inspired many research activities in this area. Although many demonstrations have been performed that show that the performance of a Peer-to-Peer system is highly dependent on the underlying network characteristics, much of the evaluation of Peer-to-Peer proposals has used simplified models that fail to include a detailed mo...

We solve a super Toda system on closed Riemann surface of genus~$\gamma>1$ and with some particular spin structures. This generalizes the min-max methods results for Liouville equations gives new existence systems.