Whose institution has a greater number of publications, the place where the author of 'Message from the program chair' works or the institute of the writer of 'Modelling the Efficacy of Auto-Internet Warnings to Reduce Demand for Child Exploitation Materials'?
La Trobe University
Sándor P. Fekete et al.: Geometric Hitting Set for Segments of Few Orientations. (2016) authored by Cynthia A. Phillips. Michael A. Bender et al.: k-Means Clustering on Two-Level Memory Systems. (2015) authored by Cynthia A. Phillips. James B. Aimone et al.: Provable Advantage. (2015) authored by Cynthia A. Phillips. Cynthia A. Phillips is the author of Approximation Algorithms for the Fixed-Topology Phylogenetic Number Problem. (1999) and Michael A. Bender et al.: Two-Level Main Memory Co-Design: Multi-threaded Algorithmic Primitives, Analysis, and Simulation. <unk>nRudin was a Finalist for 2017 Daniel H. <unk>nRudin graduated summa cum laude from the University at Buffalo with a double major in mathematical physics and music theory in 1999. <unk>nRudin's PhD thesis answered a well-studied question of whether AdaBoost maximizes the L1 margin, which is a type of distance between a decision boundary and the data observation closest to it.
[INST]
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Question: Whose institution has a greater number of publications, the place where the author of 'Message from the program chair' works or the institute of the writer of 'Modelling the Efficacy of Auto-Internet Warnings to Reduce Demand for Child Exploitation Materials'?
Context: Sándor P. Fekete et al.: Geometric Hitting Set for Segments of Few Orientations. (2016) authored by Cynthia A. Phillips. Michael A. Bender et al.: k-Means Clustering on Two-Level Memory Systems. (2015) authored by Cynthia A. Phillips. James B. Aimone et al.: Provable Advantage. (2015) authored by Cynthia A. Phillips. Cynthia A. Phillips is the author of Approximation Algorithms for the Fixed-Topology Phylogenetic Number Problem. (1999) and Michael A. Bender et al.: Two-Level Main Memory Co-Design: Multi-threaded Algorithmic Primitives, Analysis, and Simulation. <unk>nRudin was a Finalist for 2017 Daniel H. <unk>nRudin graduated summa cum laude from the University at Buffalo with a double major in mathematical physics and music theory in 1999. <unk>nRudin's PhD thesis answered a well-studied question of whether AdaBoost maximizes the L1 margin, which is a type of distance between a decision boundary and the data observation closest to it.
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