EDBT 2026 Demo / reviewers in the wild / expert
Hao Lu 0001
dblp:72/5422-1
· DBLP profile ↗
3ranked-venue papers in the field
0as first author
2since 2021 · last 2024
0000-0001-8941-870XORCID · verified
Domains — venue-derived; a paper can count in several
Big Data, Cloud & Distributed Data Systems · 3
| Year | Publication | Venue | Position |
|---|---|---|---|
| 2024 | Exploring the Landscape of Distributed Graph Clustering on Leadership SupercomputersabstractThe rapid growth of large-scale datasets in fields like biology and social networks has driven the need for advanced graph analytics techniques. Community detection, a fundamental task in graph analytics, identifies closely connected groups of nodes within a network, providing valuable insights across various disciplines. This study focuses on two classic community detection methods, the Louvain algorithm and Markov Clustering (MCL), and evaluates the performance of two prominent distributed community detection algorithms: HiPDPL-GPU, our prior implementation, and HipMCL. We conduct experiments on GPU-accelerated heterogeneous HPC systems, Summit and Frontier, to assess their performance under varying conditions. Our objective is to identify the strengths and weaknesses of these algorithms in terms of scalability, and quality of solutions. We evaluate these algorithms on a diverse set of 70+ networks spanning 13 domains, with sizes ranging up to 4.2 billion edges. Our results demonstrate that HiPDPL-GPU consistently outperforms HipMCL, especially for large-scale networks. HiPDPL-GPU achieves significantly faster runtimes (47x to 1439x), higher modularity scores, and improved scalability. These findings highlight HiPDPL-GPU as a promising solution for efficient and effective large-scale graph analytics in diverse application domains, and provide insights into the feasibility of using MCL-based approaches for certain application domains. Naw Safrin Sattar, Abigail Kapocius, Hao Lu 0001, Mahantesh Halappanavar, Feiyi Wang |
IEEE Big Data | 3 |
| 2021 | Identification of Critical Infrastructure via PageRankabstractAssessing critical infrastructure vulnerabilities is paramount to arranging efficient plans for their protection. Critical infrastructures are cyber-physical systems that can be represented as a network consisting of nodes and edges and highly interdependent in nature. Given the interdependent nature of critical infrastuctures, failure in one node may cause failure in many others resulting in a cascade of failures. In this paper, we propose a node criticality metric that uses Google’s PageRank algorithm to identify nodes that are likely to fail (are vulnerable), nodes whose failure may cascade to many other sites in the network (are important), and nodes that are both vulnerable and important (are critical). We then present a series of experiments to understand how protecting certain critical nodes can help mitigate massive cascading failures. Simulating failures in a real-world network with and without critical node protections demonstrates the importance of identifying critical nodes in an infrastructure network. Bill Kay, Hao Lu 0001, Pravallika Devineni, Anika Tabassum, Supriya Chinthavali, Sangkeun Matt Lee |
IEEE BigData | 2 |
| 2020 | Toward Quantifying Vulnerabilities in Critical Infrastructure SystemsabstractModern society is increasingly dependent on the stability of a complex system of interdependent infrastructure sectors. Vulnerability in critical infrastructures (CIs) is defined as a measure of system susceptibility to threat scenarios. Quantifying vulnerability in CIs has not been adequately addressed in the literature. This paper presents ongoing research on how the authors model CIs as network-based models and propose a set of metrics to quantify vulnerability in CI systems. The size and complexity of the CIs make this a challenging task. These metrics could be used for planning and efficient decision-making during extreme events. Pravallika Devineni, Bill Kay, Hao Lu 0001, Anika Tabassum, Supriya Chinthavali, Sangkeun Matt Lee |
IEEE BigData | 3 |