A new centrality measure for influence maximization in social networks Jan 1, 2011· Suman Kundu , C. A. Murthy , S. K. Pal · 0 min read PDF Cite DOI Abstract The paper addresses the problem of finding top k influential nodes in large scale directed social networks. We propose a centrality measure for independent cascade model, which is based on diffusion probability (or propagation probability) and degree centrality. We use (i) centrality based heuristics with the proposed centrality measure to get k influential individuals. We have also found the same using (ii) high degree heuristics and (iii) degree discount heuristics. A Monte-Carlo simulation has been conducted with top k-nodes found through different methods. The result of simulation indicates, k nodes obtained through (i) significantly outperform those obtain by (ii) and (iii). We further verify the differences statistically using T-Test and found the minimum significance level (p-value) when k∈ textgreater ∈5 is 0.022 compare with (ii) and 0.015 when comparing with (iii) for twitter data. © 2011 Springer-Verlag Berlin Heidelberg. Type Conference paper Publication Proc. of 4th International Conference on Pattern Recognition and Machine Intelligence (PReMI'11) Last updated on Jan 1, 2011 Authors Suman Kundu Assistant Professor of Computer Science and Engineering My research interests include social network analysis, network data science, streaming algorithms, big data, granular computing, soft computing, fuzzy and rough sets. ← Centrality measures, upper bound, and influence maximization in large scale directed social networks Jan 1, 2014 An Efficient Algorithm to Reconstruct a Minimum Spanning Tree in an Asynchronous Distributed Systems Jan 1, 2009 →