The program finds and displays all cliques with different densities in a given bipartite graph with variable density.
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Updated
Jan 19, 2015 - C++
The program finds and displays all cliques with different densities in a given bipartite graph with variable density.
VT Programming team lecture 2016.02.04
Algorithm to test if a given graph is Bipartite or not
Application of Ford-Fulkerson algorithm to find the maximum matching between 2 sides of a bipartite graph
Graphical recommender system in Scala using personalized PageRank
Alice, a simple and performant data structure for bipartite graphs with integer values as vertices.
ACM ICPC World Finals 2017 Problem C
Projects from the Course on "Algorithms for Data guided Business Intelligence"
Graph Theory in computer Application. Features of Graph Theory project are: Bipartile, Planner, Tree, paths of 1,2,3,... n length, cycles (loops) of 3,4,,,,n length, Euler paths or cycles, Hamilton paths and cycles, Color the graph, Check Izomorphism with other graph, Short Path between Two Nodes etc.
JAVA implementation of MBEA algorithm from the paper: Zhang, Y., Phillips, C., Rogers, G., Baker, E., Chesler, E. and Langston, M. (2014). On finding bicliques in bipartite graphs: a novel algorithm and its application to the integration of diverse biological data types. BMC Bioinformatics, 15(1), p.110.
Backbone of Drug Targetor: a js web app for GWAS-based drug-target networks
This is the repository for the code of my Computer Science bachelor's degree final paper.
Project on Temporal Role Based Access Control
by University of California San Diego & National Research University Higher School of Economics (Coursera)
Collection of programming tasks
Source code for the paper "An MCMC based course to teaching assistant allocation".
This is a python package based on the source code for "An MCMC Based Course to Teaching Assistant Allocation", S. Kumar, S. Moothedath, P. Chaporkar, M. Belur, Proceedings of the Fifth International Conference on Network, Communication and Computing (2016). ACM.
Solving the Weighted Bipartite b-Matching (WBbM) problem
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