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Aksoy, Sinan

Publications and source records attributed to Aksoy, Sinan.

pnnl/hyperedge-triplets

This software implements an algorithm for finding triplets of hyperedges with specified size relations. Specifically, this is an implementation of the pseudo-code in Algorithm 2 of our preprint manuscript "Size-aware hypergraph motifs", see: https://arxiv.org/pdf/2311.07783.pdf

Niu, Jason↗

pnnl/HyperNetX

HyperNetX is a Python library of classes, algorithms, and generators for working with multi-way and nested relational data. Given a network of nodes and relationships, the base class HyperNetX.Entity is used to instantiate individual data elements along with their relationships to other elements of the network. By exploiting Python's dictionary data structure we capture both multi-way and nested data structures with constant time lookup. The base class HyperNetX.Hypergraph instantiates a network of this data into a hypergraph structure. Many of the common metrics and features of graphs, such as diameter, connectedness, and clustering coefficient, have analogous definitions with respect to hypergraphs, which are computed using algorithms in the HyperNetX library.

Praggastis, Brenda↗

pnnl/chgl

CHGL is a hypergraph computation library for Chapel. It's primary contributions are data structures for hypergraphs and the algorithms to operate on these data structures.

Jenkins, Louis↗

Measuring and Modeling Bipartite Graphs with Community Structure

Network science is a powerful tool for analyzing complex systems in fields ranging from sociology to engineering to biology. This paper is focused on generative models of bipartite graphs, also known as two-way graphs. We propose two generative models that can be easily tuned to reproduce the characteristics of real-world networks, not just qualitatively, but quantitatively. The measurements we consider are the degree distributions and the bipartite clustering coefficient, which we refer to as the metamorphosis coefficient. We define edge, node, and degreewise metamorphosis coefficients, enabling a more detailed understand of the bipartite community structure. Our proposed bipartite Chung-Lu model is able to reproduce real-world degree distributions, and our proposed bipartite “BTER” model reproduces both the degree distributions as well as the degreewise metamorphosis coefficients. We demonstrate the effectiveness of these models on several real-world data sets.

97 MATHEMATICS AND COMPUTING↗