Abstract

An acyclic vertex coloring of a graph is a proper vertex coloring such that there are no bichromatic cycles. The acyclic chromatic number of G, denoted a (G), is the minimum number of colors required for acyclic vertex coloring of graph G=(V, E). In this paper we show that for any graph G with maximum degree∆, a (G)≤ 3∆ 2+ 4∆+ 8

Abstract

General purpose programming on the graphics processing units (GPGPU) has received a lot of attention in the parallel computing community as it promises to offer the highest performance per dollar. The GPUs have been used extensively on regular problems that can be easily parallelized. In this paper, we describe two implementations of List Ranking, a traditional irregular algorithm that is difficult to parallelize on such massively multi-threaded hardware. We first present an implementation of Wyllie's algorithm based on pointer jumping. This technique does not scale well to large lists due to the suboptimal work done. We then present a GPU-optimized, Recursive Helman-JaJa (RHJ) algorithm. Our RHJ implementation can rank a random list of 32 million elements in about a second and achieves a speedup of about 8-9 over a CPU implementation as well as a speedup of 3-4 over the best reported implementation on the Cell Broadband engine. We also discuss the practical issues relating to the implementation of irregular algorithms on massively multi-threaded architectures like that of the GPU. Regular or coalesced memory accesses pattern and balanced load are critical to achieve good performance on the GPU.

Abstract

people volunteer their time and energy and work in a dedicated fashion to pull everything together each year, including our very supportive Steering Comm-tee members led by Sukumar Ghosh. However, the success of ICDCN is mainly due to the hard work of all those people who submit papers and/or attend the conference. We thank you all. January 2009 Prasad Jayanti Andrew T. Campbell Message from the Technical Program Chairs Welcome to the proceedings of the 10thInternationalConferenceon Distributed Computing and Networking (ICDCN) 2009. As ICDCN celebrates its 10th-niversary, ithasbecomeanimportantforumfordisseminatingthelatestresearch results in distributed computing and networking. We received 179 submissions from all over the world, including Algeria, A-tralia, Canada, China, Egypt, France, Germany, Hong Kong, Iran, Italy, Japan, Malaysia, The Netherlands, Poland, Singapore, South Korea, Taiwan, and the USA, besides India, the host country. The submissions were read and evaluated by the Program Committee, which consisted of 25 members for the Distributed Computing Track and 28 members for the Networking Track, with the ad-tional help of external reviewers. The Program Committee selected 20 regular papers and 32 short papers for inclusion in the proceedings and presentation at the conference. We were fortunate to have several distinguished scientists as keynote speakers. Andrew Campbell (Dartmouth College, USA), Maurice Herlihy (Brown University, USA), and PR Kumar (University of of Illinois, Urbana-Champaign) delivered the keynote address. Krithi Ramamritham from IIT Bombay, India

Abstract

In this paper, we address the security of routing protocols. Internet routing protocols are subject to attacks in the control plane as well as the data plane. In the control plane, a routing protocol, e.g., BGP, OSPF, exchanges routing state updates and enables routers to compute the best paths towards various destinations. During this phase, an attacker can modify or inject malicious control messages leading to incorrect computation of routing paths. In the data plane, the routers forward the data along the paths computed in the control plane. Even if an attacker is not successful during the control phase, he can choose not to use the correct routing paths and forward data along routes that benefit him. Research shows that, attacks on the control plane can be mitigated by ensuring message integrity and, attacks on the data plane can be mitigated by ensuring route integrity. Earlier works have addressed these two problems independently with many interesting solutions. However, due to the nature of these solutions, network architects cannot deploy security at both planes without increasing the overhead on the network. In this paper, we focus on an integrated approach and propose the use of symmetric key protocols for addressing the security at both the control and data planes. We describe approaches that enable the reuse of the symmetric key protocols thereby eliminating the need for separate solutions at different planes. We used symmetric key protocols as they are efficient and scalable. Our experimental results show that our approaches are practical and can be incrementally deployed as well.

Abstract

Scenarios such as online banking, mobile payment systems, stock trading, selling merchandise, and a host of other applications that need a high level of security have moved from the research domain to real world. Moreover, the nature of clients has been changing from traditional desktops to mobile and handheld devices. Protocols like SSL, SSH are the present standard for establishing secure channels. However, the drawback in these protocols is that both the server and the client need to perform computationally expensive public-key operations for secure channel establishment. In this paper, we present simple constructions that spread the cost of secure channel establishment over several sessions. Our constructions are incrementally deployable and can operate with existing protocols such as SSL and SSH. Experimental results indicate that our constructions are practical and efficient in reducing the computational load at the server as well as the client side.

Abstract

We aim at an empirical analysis of distributed vertex coloring algorithms. To this end, we compare the empirical performance of a recently proposed distributed vertex coloring algorithm [8] with that of Luby's algorithm. To get a good coverage we look at the cycle graph on n vertices, cliques, and random graphs from the family G(n, p) by controlling n, p and np. The results of our experiments fairly demonstrate the improvement in the bit complexity of the algorithm proposed in [8]. Our results also match those of the experiments of Panconesi et. al. [3] on Luby's algorithm.

Abstract

GPGPU has received lot of attention in the past few years mainly because of the performance gain GPUs offer at a low price. Recently, researchers have identified hybrid multi-core computing as a better solution compared to accelerator based computing for several prob-lems. In this paper, we evaluate two regular problems in image processing, bilateral filtering and convolution, on a hybrid multi-core platform. We provide a detailed analysis of these algorithms by comparing their performance on three platforms 1)CPU+GPU hybrid, 2) pure GPU and3)pure CPU. We show that performance gains as hig has 30-40%can be obtained by using basic techniques like data decomposition and overlapped execution, when a hybrid computing model is used. Finally, we conclude by discussing some future prospects in the area of hybrid computing

Abstract

Multicore processors are a shift of paradigm in computer architecture that promises dramatic increase in performance. But they also bring complexity in algorithmic design. In this paper we describe the challenges and design issues involved in parallelizing two dimensional convex hull on both CUDA and Cell Brodband Engine (Cell BE). We have parallelized the quickhull algorithm for two dimensional convex hull. The major advantage of this algorithm is that interprocessor communication cost is highly reduced.

Abstract

A vertex magic total labeling of a graph G = (V, E) is a bijection f: V ≼ E → {1, 2,…, |V| + |E|} such that for every vertex w, the sum is a constant. It is well known that all complete graphs Kn admit a vertex magic total labeling. In this paper we present a new proof of this theorem using the concepts of twin factorization and magic square.

Abstract

Let G = (V, E) be a graph and let f: V → {0, 1} be a mapping from the set of vertices to {0, 1} and for each edge (u, v) ∊ E assign the label |f(u) — f(v)|. If the number of vertices labeled with 0 and the number of vertices labeled with 1 differ by at most 1 and the number of edges labled with 0 and the number of edges labeled with 1 differ by at most 1, then f is called a cordial labeling. In this paper, we present two families of planar graphs, Pln and Plm,n defined shortly, that admit a cordial labeling. We also show that the class Plm,n admits a total product cordial labeling under certain conditions.