Graph-Based Multiplayer Detection and Tracking in Broadcast Soccer Videos

In this paper, we propose a graph-based approach for detecting and tracking multiple players in broadcast soccer videos. In the first stage, the position of the players in each frame is determined by removing the non player regions. The remaining pixels are then grouped using a region growing algorithm to identify probable player candidates. A directed weighted graph is constructed, where probable player candidates correspond to the nodes of the graph while each edge links candidates in a frame with the candidates in next two consecutive frames. Finally, dynamic programming is applied to find the trajectory of each player. Experiments with several sequences from broadcasted videos of international soccer matches indicate that the proposed approach is able to track the players reasonably well even under varied illumination and ground conditions.      

基于重复博弈参与者有权重的秘密共享方案

在大多数参与者有权重的秘密共享方案中,各参与者子秘密份额数量的不同会导致秘密重构阶段产生不公平问题。为此,提出一个基于重复博弈的理性秘密共享方案。在参与者原有份额的基础上,为其构造数量差不超过1的有效子秘密份额,利用重复博弈使每个参与者可以获得其他参与者的全部份额,进而重构出秘密。分析结果表明,该方案可以使理性参与者始终遵守协议,完成秘密重构,且具有较高的安全性和良好的可扩展性。     

Some bounds on multiparty communication complexity of pointer jumping

We introduce the model of conservative one-way multiparty complexity and prove lower and upper bounds on the complexity of pointer jumping.? The pointer jumping function takes as its input a directed layered graph with a starting node and k layers of n nodes, and a single edge from each node to one node from the next layer. The output is the node reached by following k edges from the starting node. In a conservative protocol, the ith player can see only the node reached by following the first i–1 edges and the edges on the jth layer for each j > i. This is a restriction of the general model where the ith player sees edges of all layers except for the ith one. In a one-way protocol, each player communicates only once in a prescribed order: first Player 1 writes a message on the blackboard, then Player 2, etc., until the last player gives the answer. The cost is the total number of bits written on the blackboard.?Our main results are the following bounds on k-party conservative one-way communication complexity of pointer jumping with k layers:? (1) A lower bound of order for any .?(2) Matching upper and lower bounds of order for . received March 22, 1996     

Self-stabilizing distributed queuing

Distributed queuing is a fundamental coordination problem arising in a variety of applications, including distributed shared memory, distributed directories, and totally ordered multicast. A distributed queue can be used to order events, user operations, or messages in a distributed system. This paper presents a new self-stabilizing distributed queuing protocol. This protocol adds self-stabilizing actions to the arrow distributed queuing protocol, a simple path-reversal protocol that runs on a spanning tree of the network. We present a proof that the protocol stabilizes to a stable state irrespective of the (perhaps faulty) initial state, and also present an analysis of the time until convergence. The self-stabilizing queuing protocol is structured as a layer that runs on top of any self-stabilizing spanning tree protocol. This additional queuing layer is guaranteed to stabilize in time bounded by a constant number of message delays across an edge, thus establishing that the stabilization time for distributed queuing is not much more than the stabilization time for spanning tree maintenance. The key idea in our protocol is that the global predicate defining the legality of a protocol state can be written as the conjunction of many purely local predicates, one for each edge of the spanning tree.     

Quantum simultaneous secret distribution with dense coding by using cluster states

A new communication mode, quantum simultaneous secret distribution (QSSD) is put forward, where one sender distributes different classical secret message to multiparty receivers simultaneously. Based on the properties of the one-dimensional four-qubit cluster states, a three-party QSSD protocol is proposed, and then it is extended to the case that there are many receivers. Owing to the idea of quantum dense coding, each receiver can receive two bits of classical message by the sender only using a cluster state. In order to check security of quantum channels, a strategy which can prevent common attacks efficiently is put forward. QSSD is distinct from quantum secret sharing (QSS) and quantum broadcast communication (QBC), but it can be easily converted into QSS and QBC. QSSD is also different from the multiple-QKD communication mode where the sender shares a private key with each receiver at first, while in QSSD the sender doesn’t; in addition, only one round of one-to-many communication is performed in QSSD, while in multiple-QKD communication mode many rounds of one-to-one communication are performed.     

Graphical Congestion Games

We consider congestion games with linear latency functions in which each player is aware only of a subset of all the other players. This is modeled by means of a social knowledge graph G in which nodes represent players and there is an edge from i to j if i knows j. Under the assumption that the payoff of each player is affected only by the strategies of the adjacent ones, we first give a complete characterization of the games possessing pure Nash equilibria. Namely, if the social graph G is undirected, the game is an exact potential game and thus isomorphic to a classical congestion game. As a consequence, it always converges and possesses Nash equilibria. On the other hand, if G is directed an equilibrium is not guaranteed to exist, but the game is always convergent and an equilibrium can be found in polynomial time if G is acyclic, even if finding the best equilibrium remains an intractable problem.     

When ignorance helps: Graphical multicast cost sharing games

In non-cooperative games played on highly decentralized networks the assumption that each player knows the strategy adopted by any other player may be too optimistic or even infeasible. In such situations, the set of players of which each player knows the chosen strategy can be modeled by means of a social knowledge graph in which nodes represent players and there is an edge from i to j if i knows j. Following the framework introduced in [7], we study the impact of social knowledge graphs on the fundamental multicast cost sharing game in which all the players want to receive the same communication from a given source in an undirected network. In the classical complete information case, such a game is known to be highly inefficient, since its price of anarchy can be as high as the total number of players ρ. We first show that, under our incomplete information setting, pure Nash equilibria always exist only if the social knowledge graph is directed acyclic (DAG). We then prove that the price of stability of any DAG is at least and provide a DAG lowering the classical price of anarchy to a value between and log²ρ. If specific instances of the game are concerned, that is if the social knowledge graph can be selected as a function of the instance, we show that the price of stability is at least , and that the same bound holds also for the price of anarchy of any social knowledge graph (not only DAGs). Moreover, we provide a nearly matching upper bound by proving that, for any fixed instance, there always exists a DAG yielding a price of anarchy less than 4. Our results open a new window on how the performances of non-cooperative systems may benefit from the lack of total knowledge among players.     

An authenticated group key transfer protocol using elliptic curve cryptography

Several groupware applications like e-conferences, pay-per view, online games, etc. require a common session key to establish a secure communication among the group participants. For secure communication, such applications often need an efficient group key establishment protocol to construct a common session key for group communications. Conventional group key transfer protocols depends on mutually trusted key generation center (KGC) to generate and distribute the group key to each participant in each session. However, those approaches require extra communication overheads in the server setup. This paper presents an efficient and secure group key transfer protocol using elliptic curve cryptography (ECC). The proposed protocol demonstrates a novel group key transfer protocol, in which one of the group member plays the role of KGC (the protocol without an online KGC, which is based on elliptic curve discrete logarithm problem (ECDLP) and Shamir’s secret sharing scheme. The confidentiality of the proposed protocol is ensured by Shamir’s secret sharing, i.e., information theoretically secure and provides authentication using ECDLP. Furthermore, the proposed protocol resists against potential attacks (insider and outsider) and also significantly reduces the overheads of the system. The security analysis section of the present work also justifies the security attributes of the proposed protocol under various security assumptions.     

Graph construction with the maximum number of trees by continuous edge addition

A simple computational algorithm is presented to construct a graph with the maximum number of trees by adding edges one by one. The number of trees of a graph would become an index to estimate the overall reliability of probabilistic communication networks with the same link probabilities. Our procedure, Max-trees, selects one edge that gives the maximum number of trees among edges not included in the original graph. This process is continuously repeated at each step of adding an edge, when we get the sequence of new edges to be added. As examples of the execution results, the edge sequence and the maximum number of trees are shown for two types of starting graph, which are a tree of series edges and a star-shaped tree for nodes n = 7 and 8. To see how many trees these graphs have, the minimum numbers of trees for graphs with the same number of nodes and edges are similarly calculated by the minimum-version algorithm Min-trees. An edge sequence of Max-trees makes long cycles, and that of Min-trees makes cycles of three for as long as possible. The ratio of the maximum number of trees to the minimum number of trees is about 1 to 6 for these examples. This work was presented in part at the 11th International Symposium on Artificial Life and Robotics, Oita, Japan, January 23–25, 2006     

Group key agreement for secure group communication in dynamic peer systems

Self-organizing group key agreement protocols without a centralized administrator are essential to secure group communication in dynamic peer systems. In this paper, we propose a generic construction of a one-round self-organizing group key agreement protocol based on the Chinese Remainder Theorem. In the proposed construction, all group members contribute their own public keys to negotiate a shared encryption public key, which corresponds to all different decryption keys. Using his/her own secret key, each group member is able to decrypt any ciphertext encrypted by the shared encryption key. Following the generic construction, we instantiate a one-round self-organizing group key agreement protocol using the efficient and computationally inexpensive public key cryptosystem NTRU. Both the public key and the message in this protocol are secure against the known lattice attacks. Furthermore, we also briefly describe another concrete scheme with our generic idea, based on the ElGamal public key cryptosystem.     

基于秘密共享的无线传感器网络广播密钥分发协议

在无线传感器网络中,能量消耗主要集中在节点之间的通信上,节点计算所消耗的能量远小于通信所消耗的能量。由于无线传感器网络的"一对多"和"多对一"通信模式,广播是节约能量的主要通信方式。为了保证广播实体和消息的合法性和保密性,必须首先解决无线传感器网络广播密钥安全分发问题。本文在充分考虑无线传感器网络自身特点的基础上,基于Shamir的门限秘密共享方案,提出了椭圆曲线双线性对上的无线传感器网络广播密钥分发协议,并对其进行安全性和性能分析。分析发现,该协议不仅满足安全性要求,同时,能够适合无线传感器网络的特殊应用要求。     

Identity-based fault-tolerant conference key agreement

Lots of conference key agreement protocols have been suggested to secure computer network conference. Most of them operate only when all conferees are honest, but do not work when some conferees are malicious and attempt to delay or destruct the conference. Recently, Tzeng proposed a conference key agreement protocol with fault tolerance in terms that a common secret conference key among honest conferees can be established even if malicious conferees exist. In the case where a conferee can broadcast different messages in different subnetworks, Tzeng's protocol is vulnerable to a "different key attack" from malicious conferees. In addition, Tzeng's protocol requires each conferee to broadcast to the rest of the group and receive n - 1 message in a single round (where n stands for the number of conferees). Moreover, it has to handle n simultaneous broadcasts in one round. In this paper, we propose a fault-tolerant conference key agreement protocol, in which each conferee only needs to send one message to a "semitrusted" conference bridge and receive one broadcast message. Our protocol is an identity-based key agreement, built on elliptic curve cryptography. It is resistant to the different key attack from malicious conferees and needs less communication cost than Tzeng's protocol.     

Independent spanning trees vs. edge-disjoint spanning trees in locally twisted cubes

Fault-tolerant broadcasting and secure message distribution are important issues for numerous applications in networks. It is a common idea to design multiple spanning trees with a specific property in the underlying graph of a network to serve as a broadcasting scheme or a distribution protocol for receiving high levels of fault-tolerance and of security. A set of spanning trees in a graph is said to be edge-disjoint if these trees are rooted at the same node without sharing any common edge. Hsieh and Tu [S.-Y. Hsieh, C.-J. Tu, Constructing edge-disjoint spanning trees in locally twisted cubes, Theoretical Computer Science 410 (2009) 926-932] recently presented an algorithm for constructing n edge-disjoint spanning trees in an n-dimensional locally twisted cube. In this paper, we prove that indeed all spanning trees constructed by their algorithm are independent, i.e., any two spanning trees are rooted at the same node, say r, and for any other node v≠r, the two different paths from v to r, one path in each tree, are internally node-disjoint.     

Compositional message sequence charts

A message sequence chart (MSC) is a standard notation for describing the interaction between communicating objects. It is popular among the designers of communication protocols. MSCs enjoy both a visual and a textual representation. High-level MSCs (HMSCs) allow specifying infinite scenarios and different choices. Specifically, an HMSC consists of a graph, where each node is a finite MSC with matched send and receive events, and vice versa. In this paper we demonstrate a weakness of HMSCs, which disallows one to model certain interactions. We will show, by means of an example, that some simple finite state communication protocol cannot be represented using HMSCs. We then propose an extension to the MSC standard which allows HMSC nodes to include unmatched messages. The corresponding graph notation will be called HCMSC, which stands for high-level Compositional message sequence charts. With the extended framework, we provide an algorithm for automatically constructing an MSC representation for finite state asynchronous message passing protocols.     

AODV路由算法的多播通信

ah—hoc网络具有网络拓扑结构易变的特性，苒加上移动网络本身具有的通信带宽有限，电池能源有限等特性。使得设计适合ad-hoc的路由协议具有一定的难度。AODV（Ad Hoc On—demand Distance Vector）是现在被广泛应用于adhoc网络中的一种按需路由算法，并且还设计了多播功能。多播是指一次给一个有明确定义的组发送消息。AODV的多播功能是路由器通过建立多播书树的方法实现的。本文主要介绍AODV路由协议算法的多播通信，其中详细介绍了多播树的建立过程和维护过程。并且选取传输半径和发包率为参     

模糊图上合作对策的平均树解

针对模糊图上的平均树解进行研究.在无向模糊图中,参与者本身与参与者之间有不同的参与水平,利用Choquet积分函数对模糊图进行划分,定义模糊平均树解,并证明它是满足模糊分支有效性和cg分支公平性的唯一解,以及满足模糊分支有效性和模糊分支公平性的唯一解.此外,当无圈模糊图合作对策满足超可加性时,证明模糊平均树解是核中的元素,即该解是稳定的.利用Choquet积分函数和深度搜索算法(DFS)将无圈图上的模糊平均树解推广到任意图上,拓展了任意图上模糊平均树解的表达形式.最后,通过一个供应链算例计算并分析模糊图上合作对策的平均树解.     

Optimal simulation of tree arrays by linear arrays

We show that an n-node complete binary tree can be embedded into an n-node linear array such that the maximum edge length is n/log n, and the distribution of the tree nodes is regular in the sense that if each node in the tree array is a finite-state machine and each edge is a communication channel, then the message exchanges (i.e., communication) among the tree nodes can be easily simulated by the linear array which has also finite-state machines for its nodes. The embedding is optimal with respect to the maximum edge length. The motivation for this is the proof of the following result: every cellular (or (log n)-depth iterative) tree array running in T(n) time can be simulated by a linear cellular (or iterative) array in nT(n)/log n time.     

Using AVL trees for fault-tolerant group key management

In this paper we describe an efficient algorithm for the management of group keys for group communication systems. Our algorithm is based on the notion of key graphs, previously used for managing keys in large Internet-protocol multicast groups. The standard protocol requires a centralized key server that has knowledge of the full key graph. Our protocol does not delegate this role to any one process. Rather, members enlist in a collaborative effort to create the group key graph. The key graph contains n keys, of which each member learns log₂n of them. We show how to balance the key graph, a result that is applicable to the centralized protocol. We also show how to optimize our distributed protocol, and provide a performance study of its capabilities. Published online: 26 October 2001     

Interactive strategy sets in multiple payoff games

In game theory, it is usually assumed that each player has only one payoff function and the strategy set of the game is composed of the topological product of individual players’ strategy sets. In real business and system design or control problems, however, players’ strategy sets may be interactive and each player may have more than one payoff function. This paper, investigates the more general situation of multiple payoff and multiple person games in a normal form. In this paper, each player has several payoff functions which are dominated by certain convex cones, and the feasible strategy set of each player may be interactive with those of the other players. This new model is applied to a classical example without requiring variational and quasi-variational inequalities, or point-to-set mappings.     

交叉树:一种用于安全协议分析的数据结构

提出用一种特殊的数据结构交叉树来描述安全协议中的消息。交叉树有一些交叉结点，拥有交叉结点的几棵交叉树形成交叉森林。一棵交叉树唯一对应于一个消息，一个交叉森林表示那些在协议执行过程中采用相同机制发送或接收的消息。一个或几个消息中相同的原子消息在交叉树或交叉森林中用交叉结点来表示，这样易于保证原子消息的一致性，以及公钥和它所有者之间的一致性。另外，交叉树还可用于为消息模板建立可接受消息，这时于建立在模型检验基础上的安全协议分析是非常必要的。